Power Plants: Characteristics and Costs

Power Plants:
Characteristics and Costs
November 13, 2008
Stan Kaplan
Specialist in Energy and Environmental Policy
Resources, Science, and Industry Division

Power Plants: Characteristics and Costs
Summary
This report analyzes the factors that determine the cost of electricity from new
power plants. These factors — including construction costs, fuel expense,
environmental regulations, and financing costs — can all be affected by government
energy, environmental, and economic policies. Government decisions to influence,
or not influence, these factors can largely determine the kind of power plants that are
built in the future. For example, government policies aimed at reducing the cost of
constructing power plants could especially benefit nuclear plants, which are costly
to build. Policies that reduce the cost of fossil fuels could benefit natural gas plants,
which are inexpensive to build but rely on an expensive fuel.
The report provides projections of the possible cost of power from new fossil,
nuclear, and renewable plants built in 2015, illustrating how different assumptions,
such as for the availability of federal incentives, change the cost rankings of the
technologies.
None of the projections is intended to be a “most likely” case. Future
uncertainties preclude firm forecasts. The rankings of the technologies by cost are
therefore also an approximation and should not be viewed as definitive estimates of
the relative cost-competitiveness of each option. The value of the discussion is not
as a source of point estimates of future power costs, but as a source of insight into the
factors that can determine future outcomes, including factors that can be influenced
by the Congress.
Key observations include the following:
^!Government incentives can change the relative costs of the
generating technologies. For example, federal loan guarantees can
turn nuclear power from a high cost technology to a relatively low
cost option.
^!The natural gas-fired combined cycle power plant, the most
commonly built type of large natural gas plant, is a competitive
generating technology under a wide variety of assumptions for fuel
price, construction cost, government incentives, and carbon controls.
This raises the possibility that power plant developers will continue
to follow the pattern of the 1990s and rely heavily on natural gas
plants to meet the need for new generating capacity.
^!With current technology, coal-fired power plants using carbon
capture equipment are an expensive source of electricity in a carbon
control case. Other power sources, such as wind, nuclear,
geothermal, and the natural gas combined cycle without capture
technology currently appear to be more economical.

Contents
Introduction and Organization........................................1
Types of Generating Technologies....................................2
Electricity Demand and Power Plant Choice and Operation.............3
Generation and Load.......................................3
Economic Dispatch and Heat Rate............................4
Capacity Factor...........................................5
Utility Scale Generating Technologies.............................6
Supercritical Pulverized Coal................................7
Integrated Gasification Combined Cycle (IGCC).................8
Natural Gas Combined Cycle................................9
Nuclear Power...........................................11
Geothermal Power........................................11
Wind Power.............................................12
Solar Thermal and Solar Photovoltaic (PV) Power...............12
Factors that Drive Power Plant Costs.................................13
Government Incentives........................................13
Renewable Energy Production Tax Credit......................13
Nuclear energy production tax credit..........................14
Loan Guarantees for Nuclear and Other Carbon-Control
Technologies ........................................14
Energy Investment Tax Credit...............................15
Clean Coal Technologies Investment Tax Credit................16
State and Local Incentives..................................16
Capital and Financing Costs....................................17
Construction Cost Components and Trends....................17
Financing Power Plant Projects..............................19
Fuel Costs...................................................23
Air Emissions Controls for Coal and Gas Plants.....................26
Conventional Emissions...................................27
Carbon Dioxide..........................................30
Financial Analysis Methodology and Key Assumptions...................34
Analysis of Power Project Costs.....................................36
Case 1: Base Case............................................36
Key Observations.........................................36
Discussion ..............................................37
Case 2: Influence of Federal and State Incentives....................43
Key Observations.........................................43
Discussion ..............................................43
Case 3: Higher Natural Gas Prices
.......................................................45
Key Observations.........................................45
Discussion ..............................................46
Case 4: Uncertainty in Capital Costs..............................49

Discussion ..............................................50
Case 5: Carbon Controls and Costs...............................51
Key Observations.........................................51
Discussion ..............................................52
Appendix A. Power Generation Technology Process Diagrams and Images...60
Pulverized Coal..............................................60
Integrated Gasification Combined Cycle Coal (IGCC)................61
Natural Gas Combined Cycle...................................62
Nuclear Power...............................................63
Wind .......................................................65
Geothermal ..................................................67
Solar Thermal Power..........................................68
Solar Photovoltaic Power.......................................69
Appendix B. Estimates of Power Plant Overnight Costs...................71
Pulverized Coal..............................................73
Integrated Gasification Combined Cycle (IGCC) Coal................77
Nuclear .....................................................79
Natural Gas Combined Cycle...................................82
Wind .......................................................84
Geothermal ..................................................87
Solar Thermal................................................89
Solar Photovoltaic............................................92
Appendix C. Estimates of Technology Costs and Efficiency with Carbon
Capture .....................................................93
Pulverized Coal with Carbon Capture.............................93
IGCC Coal and Natural Gas Combined Cycle with Carbon Capture.....94
Appendix D. Financial and Operating Assumptions......................96
Appendix E. List of Acronyms and Abbreviations......................101
List of Figures
Figure 1. Illustrative Load Curve......................................3
Figure 2. Total U.S. Electric Power Generation by Energy Source, 2007.......8
Figure 3. Coal and Natural Gas Constant Dollar Price Trends..............25
Figure 4. Uranium Price Trends .....................................26
Figure 5. EIA’s Projections of S. 2191 CO² Allowance Prices (2006$ per
Metric Ton of CO² Equivalent)..................................33
Figure 6. Comparison of EIA’s Reference Case Coal Prices and S. 2191
Core Case CO² Allowance Prices................................34
Figure 7. Natural Gas Price Trends (Henry Hub Spot Price)................47
Figure 8. Projection of Natural Gas Prices to Electric Power Plants,
2006 $ per MMBtu............................................48
Figure 9. Process Schematic: Pulverized Coal without Carbon Capture.......60
Figure 10. Process Schematic: Pulverized Coal with Carbon Capture........60
Figure 11. Representative Pulverized Coal Plant: Gavin Plant (Ohio)........60

Figure 13. Process Schematic: IGCC with Carbon Capture................61
Figure 14. Representative IGCC Plant: Polk Plant (Florida)................61
Figure 15. Process Schematic: Combined Cycle Power Plant...............62
Figure 16. Representative Combined Cycle: McClain Plant (Oklahoma)......62
Figure 17. Process Schematic: Pressurized Water Reactor (PWR)...........63
Figure 18. Process Schematic: Boiling Water Reactor (BWR)..............63
Figure 19. Representative Gen III/III+ Nuclear Plant: Rendering of the
Westinghouse AP1000 (Levy County Project, Florida)................64
Figure 20. Schematic of a Wind Turbine...............................65
Figure 21. Representative Wind Farm: Gray County Wind Farm (Kansas)....65
Figure 22. Wind Turbine Size and Scale (FPL Energy) ...................66
Figure 23. Process Schematic: Binary Cycle Geothermal Plant.............67
Figure 24. Representative Geothermal Plant: Raft River Plant (Idaho)........67
Figure 25. Process Schematic: Parabolic Trough Solar Thermal Plant........68
Figure 26. Representative Solar Thermal Plant: Nevada Solar One..........68
Figure 27. Nevada Solar One: Parabolic Collector Detail..................68
Figure 28. Process Schematic: Central Station Solar Photovoltaic Power.....69
Figure 29. Representative Solar PV Plant: Nellis Air Force Base (Nevada)....69
Figure 30. Nellis AFB Photovoltaic Array Detail........................70
List of Tables
Table 1. Shares of Total National Electric Generation and Generating
Capacity, 2006...............................................21
Table 2. Emission Controls as an Estimated Percentage of Total
Costs for a New Pulverized Coal Plant............................30
Table 3. Estimates of the Change in IGCC Plant Capacity and Capital
Cost from Adding Carbon Capture...............................32
Table 4. Estimated Base Case Results.................................39
Table 5. Benchmark Comparison to Natural Gas Combined Cycle Plant
Power Costs: Base Case Values..................................41
Table 6. Effect of Public Power Financing on Base Case Results............42
Table 7. Power Costs with Additional Government Incentives..............44
Table 8. Benchmark Comparison to Combined Cycle Power Costs:
Additional Government Incentives...............................45
Table 9. Benchmark Comparison to Natural Gas Combined Cycle Plant
Power Costs: 50% Higher Gas Price..............................48
Table 10. Change in the Base Case Gas Price Needed to Equalize the
Cost of Combined Cycle Power with Other Technologies.............49
Table 11. Effect of Higher and Lower Capital Costs on the Cost of Power....50
Table 12. Benchmark Comparison to Combined Cycle Power Costs:
Higher and Lower Capital Costs.................................51
Table 13. Effect of Current Technology Carbon Controls on Power Plant
Capital Cost and Efficiency.....................................53
Table 14. Estimated Annualized Cost of Power with Carbon Controls.......55
Table 15. Change in the Price of Natural Gas Required to Equalize the
Cost of Combined Cycle Generation (Without Carbon Controls) with
Other Technologies...........................................57
Table 16. Cost of Power with Base and Reduced Carbon Capture Cost and
Efficiency Impacts............................................59

Table 18. Power Plant Technology Assumptions........................97
Table 19. Air Emission Characteristics................................99
Table 20. Fuel and Allowance Price Projections (Selected Years)..........100

Power Plants:
Characteristics and Costs
Introduction and Organization
The United States may have to build many new power plants to meet growing
demand for electric power. For example, the Energy Information Administration
(EIA) estimates that the nation will have to construct 226,000 megawatts of new
electric power generating capacity by 2030.¹ This is the equivalent of about 450 large
power plants. Whatever the number of plants actually built, different combinations
of fossil, nuclear, or renewable plants could be built to meet the demand for new
generating capacity. Congress can largely determine which kinds of plants are
actually built through energy, environmental, and economic policies that influence
power plant costs.
This report analyzes the factors that determine the cost of electricity from new
power plants. These factors — including construction costs, fuel expense,
environmental regulations, and financing costs — can all be affected by government
energy and economic policies. Government decisions to influence, or not influence,
these factors can largely determine the kind of power plants that are built in the
future. For example, government policies aimed at reducing the cost of constructing
power plants could especially benefit nuclear plants, which are costly to build.
Policies that reduce the cost of fossil fuels could benefit natural gas plants, which are
inexpensive to build but rely on an expensive fuel.
The report provides projections of the possible cost of power for new fossil,
nuclear, and renewable plants built in 2015. The projections illustrate how different
assumptions, such as for the availability of federal incentives, change the cost
rankings of the technologies. Key observations include the following:
^!Government incentives can change the relative costs of the
generating technologies. For example, federal loan guarantees can
turn nuclear power from a high cost technology to a relatively low
cost option.
^!The natural gas-fired combined cycle power plant, the most
commonly built type of large natural gas plant, is a competitive

¹ EIA, an independent arm of the Department of Energy, is the primary public source of
energy statistics and forecasts for the United States. The estimated amount of new
generating capacity is taken from the Excel output spreadsheet for the Annual Energy
Outlook 2008 report. Note that EIA forecasts assume no change to the laws and regulations
in effect at the time the forecasts are made.

generating technology under a wide variety of assumptions for fuel
price, construction cost, government incentives, and carbon controls.
This raises the possibility that power plant developers will continue
to follow the pattern of the 1990s and rely heavily on natural gas
plants to meet the need for new power generation.
^!With current technology, coal-fired power plants using carbon
capture equipment are an expensive source of electricity in a carbon
control case. Other power sources, such as wind, nuclear,
geothermal, and the natural gas combined cycle plant without
capture technology, currently appear to be more economical.
None of the projections is intended to be a “most likely” case. Future
uncertainties preclude firm forecasts. The value of this discussion is not as a source
of point estimates of future power costs, but as a source of insight into the factors that
can determine future outcomes, including factors that can be influenced by the
Congress.
The main body of report is divided into the following sections:
^!Types of generating technologies;
^!Factors that drive power plant costs;
^!Financial analysis methodology;
^!Analysis of power project costs.
The report also includes the following appendixes:
^!Appendix A presents power generation technology process diagrams
and images.
^!Appendixes B and C provide the data supporting the capital cost
estimates used in the economic analysis. Appendix C also shows
how operating costs and plant efficiencies were estimated for certain
carbon control technologies.
^!Appendix D presents the financial and operating assumptions used
in the power cost estimates.
^!Appendix E is a list of acronyms used in the report.
Types of Generating Technologies
The first part of this section describes how the characteristics of electricity
demand influence power plant choice and operation. The next part describes the
generating technologies analyzed in the report.

Electricity Demand and Power Plant Choice and Operation
Generation and Load. The demand for electricity (“load”) faced by an
electric power system varies moment to moment with changes in business and
residential activity and the weather. Load begins growing in the morning as people
waken, peaks in the early afternoon, and bottoms-out in the late evening and early
morning. Figure 1 is an illustrative daily load curve.
The daily load shape dictates how electric power systems are operated. As
shown in Figure 1, there is a minimum demand for electricity that occurs throughout
the day. This base level of demand is met with “baseload” generating units which²
have low variable operating costs. Baseload units can also meet some of the demand
above the base, and can reduce output when demand is unusually low. The units do
this by “ramping” generation up and down to meet fluctuations in demand.
The greater part of the daily up and down swings in demand are met with
“intermediate” units (also referred to as load-following or cycling units). These units
can quickly change their output to match the change in demand (that is, they have a
fast “ramp rate”). Load-following plants can also serve as “spinning reserve” units
that are running but not putting power on the grid, and are immediately available to
meet unanticipated increases in load or to back up other units that go off-line due to
breakdowns.
Figure 1. Illustrative Load Curve

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The highest daily loads are met with peaking units. These units are typically the
most expensive to operate, but can quickly startup and shutdown to meet brief peaks
in demand. Peaking units also serve as spinning reserve, and as “quick start” units
able to go from shutdown to full load in minutes. A peaking unit typically operates
for only a few hundred hours a year.
² Variable costs are costs that vary directly with changes in output. For fossil fuel units the
most important variable cost is fuel. Solar and wind plants have minimal or no variable
costs, and nuclear plants have low variable costs.

Economic Dispatch and Heat Rate. The generating units available to
meet system load are “dispatched” (put on-line) in order of lowest variable cost. This
is referred to as the “economic dispatch” of a power system’s plants.
For a plant that uses combustible fuels (such as coal or natural gas) a key driver
of variable costs is the efficiency with which the plant converts fuel to electricity, as
measured by the plant’s “heat rate.” This is the fuel input in British Thermal Units
(btus) needed to produce one kilowatt-hour of electricity output. A lower heat rate
equates with greater efficiency and lower variable costs. Other things (most
importantly, fuel and environmental compliance costs) being equal, the lower a
plant’s heat rate, the higher it will stand in the economic dispatch priority order. Heat
rates are inapplicable to plants that do not use combustible fuels, such as nuclear and
non-biomass renewable plants.
As an illustration of economic dispatch, consider a utility system with coal,
nuclear, geothermal, natural gas combined cycle, and natural gas peaking units in its
system:
^!Nuclear, coal, and geothermal baseload units, which are expensive
to build but have low fuel costs and therefore low variable costs, will
be the first units to be put on line. Other than for planned and forced
maintenance, these baseload generators will run throughout the year.
^!Combined cycle units, which are very efficient but use expensive
natural gas as a fuel, will meet intermediate load. These cycling
plants will ramp up and down during the day, and will be turned on
and off dozens of times a year.
^!Peaking plants, using combustion turbines,³ are relatively inefficient
and burn expensive natural gas. They run only as needed to meet the⁴
highest loads.
An exception to this straightforward economic dispatch are “variable
renewable” power plants — wind and solar — that do not fall neatly into the
categories of baseload, intermediate, and peaking plants. Variable renewable
generation is used as available to meet demand. Because these resources have very
low variable costs they are ideally used to displace generation from gas-fired

³ A combustion turbine is an adaption of jet engine technology to electric power generation.
A combustion turbine can either be used stand-alone as a peaking unit, or as part of a more
complex combined cycle plant used to meet intermediate and baseload demand.
⁴ This alignment of generating technologies is for new construction using current
technology. The existing mix of generating units in the United States contains many
exceptions to this alignment of load to types of generating plants, due to changes in
technology and economics. For instance, there are natural gas and oil-fired units built
decades ago as baseload stations that now operate as cycling or peaking plants because high
fuel prices and poor efficiency has made them economically marginal Some of these older
plants were built close to load centers and are now used as reliability must-run (RMR)
generators that under certain circumstances must be operated, regardless of cost, to maintain
the stability of the transmission grid.

combined cycle plants and peaking units with higher variable costs. However, if
wind or solar generation is available when demand is low (such as a weekend or, in
the case of wind, in the evening), the renewable output could displace coal
generation.
Power systems must meet all firm loads at all times, but variable renewable
plants do not have firm levels of output because they are dependent on the weather.
They are not firm resources because there is no guarantee that the plant can generate
at a specific load level at a given point in time.⁵ Variable renewable generation can
be made firm by linking wind and solar plants to electricity storage, but with current
technology, storage options are limited and expensive.⁶
Capacity Factor. As discussed above, baseload units run more often than
cycling units, and peaking units operate the least often. The utilization of a
generating unit is measured by its “capacity factor.” This is the ratio of the amount
of power generated by a unit for a period of time (typically a year) to the maximum
amount of power the unit could have generated if it operated at full output, non-stop.
For example, the maximum amount of power a 1,000 megawatt (MW) unit can
generate in a year is 8.76 million megawatt-hours (Mwh), calculated as:

1,000 MW x 8,760 hours in a year = 8.76 million Mwh.

If this unit actually produced only 4.0 million Mwh its capacity factor would be

46% (calculated as 4.0 million Mwh divided by 8.76 million Mwh).

Note in this calculation the distinction between capacity and energy. Capacity⁷
is the potential instantaneous output of a generating unit, measured in watts. Energy
is the actual amount of electricity generated by a power plant during a time period,
measured in watt-hours. The units are usually expressed in thousands (kilowatts and
kilowatt-hours) or millions (megawatts and megawatt-hours).

⁵ Hydroelectric generation is a special case. Hydro generation is very low cost and is firm,
dispatchable capacity to the degree there is water in the dam’s reservoir. However,
operators have to consider not only how much water is currently available, but how much
may be available in upcoming months, and competing demands for the water, such as
drinking water supply, irrigation, and recreation. These factors make hydro dispatch
decisions very complex. In general hydro is used to meet load during high demand hours,
when it can displace expensive peaking and cycling units, but if hydro is abundant it can
also displace baseload coal plants.
⁶ For example, a solar project developer decided to leave storage and other “extras” out of
a proposed plant in order to make it “commercially viable.” “Storage: Solar Power’s Next
Frontier,” Platts Global Power Report, November 1, 2007.
⁷ There are different measures of capacity. Nameplate capacity is the nominal maximum
output of a generator, and gross capacity is the actual maximum output. Net capacity is
gross output minus the electricity needed to operate the plant. Net capacity is therefore the
amount of capacity that can actually put electric power on the grid. Net capacity can vary
with air and water temperatures, so a further distinction is made between summer and winter
net capacity. Capacity factor is most commonly computed using net summer capacity.

The difference between actual and theoretical maximum output is caused by
planned maintenance, mechanical breakdowns (forced outages), and any instances
in which the plant is backed-down from maximum output due to lack of load or
because the plant’s power is more expensive than that from other plants. It is rare for
a plant to have a capacity factor of 100%. Baseload plants typically have capacity
factors of about 70% or greater, peaking plants about 25% or less, and cycling plants
fall in the middle.
Utility Scale Generating Technologies
The types of generating technologies discussed in this report are often referred
to as “utility scale” plants for baseload or intermediate service. These technologies
generate large amounts of electricity at a single site for transmission to customers.
In 2006, large baseload and intermediate service power plants accounted for about
86% of total power generation in the United States.⁸ Utility scale plants typically
have generating capacities ranging from dozens to over a thousand megawatts.
The one smaller scale generating technology covered in this report is solar
photovoltaic power. The capacity of the largest U.S. central station solar
photovoltaic plant, at Nellis Air Force Base in Nevada, is only 14 MW. Because of
their small size, high capital costs, and low utilization rates, solar photovoltaic plants
built with current technology have very high electricity production costs. Central
station solar photovoltaic power is nonetheless included in the cost analysis because
of public interest.
The report excludes peaking plants, which play an important but small role in
the power system. The report also excludes oil-fired generation, which has all but
disappeared from the nation’s generating mix because of the high cost of the fuel.
In 1978, oil-fired plants produced 22% of the nation’s electricity. By 2007 the oil-
fired share was less than 2%.⁹ Significant construction of new oil-fired plants is not
expected.

⁸ The estimate of 86% of 2006 generation from large baseload and intermediate generating
units was computed from the EIA-860 (generating capacity) and EIA-906/920 (generation)
data files for 2006, available at [http://www.eia.doe.gov/cneaf/electricity/page/data.html].
The calculation assumed that plants with a capacity factor of 25% or greater fall into the
intermediate/baseload category, and that plants with a capacity of 200 MW or greater are
“large.” These thresholds are assumptions because there are no official categorizations of
what constitutes intermediate, baseload, or large power plants. However, large changes to
the threshold values do not change the conclusion. For example, if the capacity factor floor
for what constitutes intermediate/baseload generation is increased to 33%, the
intermediate/baseload percentage of generation is 83%; if the size threshold is increased to
300 MW, the intermediate/baseload percentage of generation is also 83%; and if both
changes are made the intermediate/baseload percentage of generation is 81%.
⁹ Generation from petroleum products dropped from 365.1 billion kilowatt-hours (kWh) in
1978 to 65.7 billion kWh in 2007. Almost a quarter of the 2007 petroleum generation came
not from liquid fuels, such as distillate fuel oil, but from a solid refinery waste product,
petroleum coke. EIA, Annual Energy Review 2006, Table 8.2a, and Electric Power
Monthly, March 2008, Table ES1.B.

The report also does not cover combined heat and power (CHP) plants. These
are typically industrial plants that co-produce electricity and steam for internal use
and for sale. Unlike plants that generate power exclusively to put electricity on the
grid, CHP facilities have unique, plant-specific operating modes and cost structures,
and economics fundamentally different from utility scale generation. CHP generation
is a small part of the electric power industry, accounting for about 3.7% of total
electricity output in 2007.¹⁰ Hydropower is excluded because no significant
construction of new, large hydroelectric plants is expected (due to environmental
concerns and the small number of available sites).¹¹
The cost analysis is for plants entering service on January 1, 2015, which
means construction would start soon (between 2009 and 2013 depending on the
technology). The plants therefore incorporate only small projected changes from
2008 cost and performance for mature technologies, and reflect current estimates of
cost and performance for new or evolving technologies (such as advanced nuclear
power and coal gasification).
The technologies covered in the report are described briefly below. Process
diagrams and images of each technology are in Appendix A.
Supercritical Pulverized Coal. Pulverized coal plants account for the great
majority of existing and planned coal-fired generating capacity. In this system coal
is ground to fine power and injected with air into a boiler where it ignites.
Combustion heat is absorbed by water-carrying tubes embedded in the boiler walls
and downstream of the boiler. The heat turns the water to steam, which is used to
rotate a turbine and produce electricity. Since about 2000 most plans for new
pulverized coal plants have been for “supercritical” designs that gain efficiency by
operating at very high steam temperatures and pressures.
In 2007, coal generation of all types¹² accounted for 49% of total power
generation in the United States (see Figure 2).

¹⁰ In 2007 total generation was 4,160 million Mwh. Generation from the industrial and
commercial sectors totaled 154 million Mwh, some of which was from non-CHP industrial
and commercial generators. EIA, Annual Energy Review 2007, Table 8.1.
¹¹ North American Electric Reliability Corp., 2008 Long-Term Reliability Assessment,
October 2008, p. 46.
¹² The primary alternative to pulverized coal technology for new coal plants is the
circulating fluidized bed (CFB) boiler. CFB is a commercial system used mainly for
relatively small scale plants (about 250 MW and less) that burn waste products (such as
petroleum coke, a refinery residue) as well as coal. CFB is currently a niche technology and
is not covered further in this report. For additional information see Steve Blankinship,
“CFB: Technology of the Future?,” Power Engineering, February 2008. (The article is
available online by searching at [http://pepei.pennnet.com/]).

Figure 2. Total U.S. Electric Power Generation by Energy
Source, 2007

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Integrated Gasification Combined Cycle (IGCC). In this process coal
is converted to a “synthesis gas” (syngas) before combustion. IGCC plants are more
expensive to build than pulverized coal generation, but proponents believe they have
compensating advantages, including:
^!Lower emissions of air pollutants, such as sulfur dioxide (SO²),
nitrogen oxides (NOx), and mercury. However, modern pulverized
coal plants also have low emissions of air pollutants, so the
advantage of IGCC plants over conventional technology is limited.
^!Greater efficiency (i.e., a lower heat rate), although with current
technology IGCC has only a small efficiency advantage over
conventional coal plants.¹³
^!The syngas that results from the gasification process can be
processed to convert the carbon in the gas into a concentrated stream
¹³ EIA estimates a heat rate advantage of 4.7% for current technology. With projected
improvements the difference widens substantially, to almost 15%. EIA, Assumptions to the
Annual Energy Outlook 2008, Table 38. Another study is less optimistic, finding that IGCC
“electricity generating efficiencies demonstrated to date do not live up to earlier projections
due to the many engineering design compromises that have been made to achieve acceptable
operability and cost. The current IGCC units have and next-generation IGCC units are
expected to have electricity generating efficiencies that are less than [i.e., worse than] or
comparable to those of supercritical P[ulverized] C[oal] generating units.” Massachusetts
Institute of Technology (MIT), The Future of Coal, 2007, p. 124.

of carbon dioxide (CO²). The syngas can then be processed, before
it is burned, to remove the CO².
In principle this pre-combustion capture of CO² can be accomplished more
easily and cheaply than post-combustion removal of CO² from the exhaust gases
(“flue gas”) emitted by a conventional coal plant. The promise of more efficient
carbon capture is one of the primary rationales for IGCC technology.
Coal-fired IGCC experience in the United States is limited to a handful of
research and prototype plants, none of which is designed for carbon capture. A
commercial IGCC plant is being constructed by Duke Energy at its Edwardsport site
in Indiana, and other projects have been proposed. However, some other power plant
developers will not build IGCC plants because of concerns over cost and the
reliability of the technology.¹⁴ In general, the cost and operational advantages of
IGCC over conventional coal technology and the commercial readiness of IGCC
technology are disputed.¹⁵
Natural Gas Combined Cycle. Combined cycle plants are built around one
or more combustion turbines, essentially the same technology used in jet engines.
The combustion turbine is fired by natural gas to rotate a turbine and produce
electricity. The hot exhaust gases from the combustion turbine are captured and used
to produce steam, which drives another generator to produce more electricity. By
converting the waste heat from the combustion turbine into useful electricity the
combined cycle achieves very high efficiencies, with heat rates below 7,000 btus per
kWh (compared to around 9,000 btus per kWh for new pulverized coal plants). This
high efficiency partly compensates for the high cost of the natural gas used in these
plants.
Modern combined cycle plants, which evolved in the 1990s, have a relatively
low construction cost and modest environmental impacts; can be used to meet
baseload, intermediate, and peaking demand; can be built quickly; and are very
efficient. Because of these advantages, since 1995 natural gas combined cycle plants

¹⁴ For instance, LS Power, a coal project developer, describes IGCC technology as
“experimental.” Steve Raabe, “‘Clean Coal’ Plant Setbacks Mount in U.S.,” The Denver
Post, November 1, 2007.
¹⁵ For example, Appalachian Power (APCo, a subsidiary of the large utility American
Electric Power) has proposed building an IGCC plant to serve customers in Virginia and
West Virginia. The Virginia State Corporation Commission rejected the proposal, citing
the technical immaturity and uncertain costs of IGCC technology. The same project was
approved by the West Virginia Public Service Commission, which concluded that “the
Project is an efficient and capable proposal to meet the baseload needs of APCo’s
customers” and is the “best option” available to APCo. (Virginia State Corporation
Commission, Application of Appalachian Power Co., Case No. PUE-2007-0068, Final
Order, April 14, 2008, pp. 12-13; West Virginia Public Service Commission, Application
for a Certificate of Public Convenience and Necessity, Case No. 06-0033-E-CN,
Commission Order, March 6, 2008, p. 25.)

have accounted for 88% of the all the new generating capacity built in the United
States capable of baseload and intermediate service.¹⁶
Natural gas combined cycle plants and other types of gas-fired power plants are
expected to continue to dominate capacity additions into the next decade.¹⁷
According to EIA, combined cycle plants will account for 29% of all capacity
additions between 2008 and 2015.¹⁸ However, this forecast may understate actual
combined cycle plant additions. The EIA estimates that coal plants will account for
almost a quarter of new capacity built through 2015, the equivalent of about 170 new
coal-fired generating units.¹⁹ It is questionable whether this much coal capacity will
actually be built because of public opposition to new coal plants and the cost of the
plants. Utilities reportedly canceled 16,577 MW of planned generating capacity in

2007, of which 84% was coal-fired.²⁰ According to a Department of Energy (DOE)

report, only 12% (4,500 MW) of the coal capacity planned in 2002 to be built by
2007 was actually constructed. The report notes that “delays and cancellations have
been attributed to regulatory uncertainty (regarding climate change) or strained
project economics due to escalating costs in the industry.”²¹
If less coal capacity is built than planned, the main replacement is likely to be
combined cycle plants, the type of gas-fired unit capable of replacing a baseload coal
plant. For example, in 2007, power generators in Florida planned to install 4,627
MW of new coal fired capacity through 2016. By 2008 the plans for new coal-fired
capacity had dropped to 738 MW, primarily “due to environmental concerns at the

¹⁶ According to the 2006 version of the EIA-860 data file of generating units, between 1995
and 2006, inclusive, 255,980 MW of new generating capacity of all types entered service.
Out of this total, 168,800 MW used generating technologies suitable for baseload and
intermediate service, including geothermal, combined cycle, fuel cell, hydroelectric, steam
turbines using combustible fossil or renewable fuels, and wind turbines. Of this
baseload/intermediate segment, 148,119 MW was gas-fired combined cycles, or 88%. The
next largest shares were wind power (6%) and coal (4%).
¹⁷ EIA, Annual Energy Outlook 2008, p. 68; Matthew Wald, “Utilities Turn From Coal to
Gas, Raising Risk of Price Increases,” The New York Times, February 5, 2008; “FERC’s
Moeler Just Wants to Make it Clear: Natural Gas ‘Fuel of Choice’ in the Near Future,”
Platts Electric Utility Week, October 22, 2007; Alexander Duncan, “Power Needs, Climate
Concerns to Spark ‘Bullish’ Natural Gas Market: Experts,” Platts Inside Energy, October
8, 2007
¹⁸ Calculated from the Annual Energy Outlook 2008 output spreadsheet. EIA projects that
natural gas-fired combined cycle plants plus natural gas combustion turbine peaking plants
will account for 54% of capacity additions through 2015.
¹⁹ Ibid. EIA projects the construction of 85,300 MW of new coal fired capacity.
²⁰ Rebecca Smith, “Banks Hope to Expand Carbon Rules to Public Utilities,” The Wall
Street Journal, March 20, 2008.
²¹ DOE/NETL, Tracking New Coal-Fired Power Plants, June 2008, p. 5. This report is
periodically updated and posted at [http://www.netl.doe.gov/coal/refshelf/ncp.pdf].

State level. The majority of this decrease in planned coal-fired generation was
replaced with gas-fired units.”²²
Natural gas combined cycle plants accounted for 17% of total generation in
2007,²³ and natural gas plants of all types accounted for 21% of total power
generation in the United States (Figure 2).
Nuclear Power. Nuclear power plants use the heat produced by nuclear
fission to produce steam. The steam drives a turbine to generate electricity. Nuclear
plants are characterized by high investment costs but low variable operating costs,
including low fuel expense. Because of the low variable costs and design factors,
nuclear plants in the United States operate exclusively as baseload plants and are
typically the first plants in a power system’s dispatch order. Nuclear power supplied

19% of the nation’s electricity in 2007 (Figure 2).

This report discusses projected costs for Generation III/III+ technology nuclear
plants. These plants are more advanced versions of the 104 reactors currently
operating in the United States, and all reactors currently proposed for construction
in the United States are Generation III/III+ designs. Compared to existing reactors,
the Gen III/III+ plants are designed to reduce costs and enhance safety through, for
example, reduced complexity, standardized designs, and improved construction
techniques. Some designs also incorporate passive safety systems that are supposed
to be capable of preventing a catastrophic accident even without operator action.
There are several competing Gen III/III+ designs,²⁴ but only one design has been
built (General Electric’s Advanced Boiling Water Reactor, of which four units have
been constructed in Japan). Plants based on other Gen III/III+ designs are under
construction in France, Finland, and China. As discussed later in the report, the costs
of building a new nuclear plant in the United States will apparently be very high.
Geothermal Power. Geothermal plants have operated for many years in the
western United States, mainly in California. In a typical binary cycle geothermal
facility, wells draw hot water and steam from underground into a heat exchanger. In
the heat exchanger a working fluid is vaporized and used to drive a turbine generator
(the underground steam is not used directly because it contains corrosive impurities
and can release air pollutants). In geothermal fields that have been depleted by years
of use, such as the Geysers field in California, operators can inject water into the
layers of hot rock to supplement the naturally available water and boost steam
production. Unlike solar and wind power, which are weather-dependent, geothermal
plants operate as dispatchable baseload plants. However, with current technology,

²² North American Electric Reliability Corp., 2008 Long-Term Reliability Assessment,
October 2008, p. 88.
²³ According to the EIA-906/920 data file for 2007, gas-fired combined cycles accounted for

688 million megawatt-hours of generation, out of a total of 4,160 million megawatt-hours.

²⁴ For an illustrated summary of several of the Gen III/III+ designs, see “UK Nuclear Power:
The Contenders,” BBC News, January 10, 2008 [http://news.bbc.co.uk/2/hi/science/nature/

5165182.stm]. Additional information is available from the links at [http://www.nei.org/

keyi ssues/newnuclearplants/newreactordesigns/].

geothermal plants are limited to small facilities (typically under 50 MW) at sites in
the western United States.²⁵ In 2007, geothermal plants produced 0.4% of the
nation’s power supply (Figure 2).²⁶
Wind Power. Wind power plants (sometimes referred to as wind farms) use
wind-driven turbines to generate electricity. An individual turbine typically has a
capacity in the range of 1.5 to 2.5 MW, and a wind plant installs dozens or hundreds
of these turbines. As noted above, wind is a variable renewable resource because its
availability depends on the vagaries of the weather. Wind supplied 1% of total U.S.
power supply in 2007 (Figure 2); EIA estimates that assuming no changes to current²⁷
law and regulation, this will increase to 2.4% by 2030.
Solar Thermal and Solar Photovoltaic (PV) Power. Solar thermal and
PV power are alternative means of harnessing sunlight to produce electricity. PV
power uses solar cells to directly convert sunlight to electricity. To date most of the
solar PV installations in the United States have been small (about one MW or less).
Two exceptions are the installations at Nellis Air Force Base in Nevada (14 MW) and
the Alamosa Photovoltaic Power Plant in Colorado (8 MW).
Solar thermal plants, also referred to as concentrated solar power (CSP),
concentrate sunlight to heat a working liquid to produce steam that drives a power-
generating turbine. Two major types of solar thermal systems are parabolic trough
and power tower technologies. Parabolic trough plants use an array of mirrors to
focus sunlight on liquid-carrying tubes integrated with the mirrors. Several parabolic
trough installations have operated successfully in California since the 1980s, and the

64 MW Nevada Solar One plant began operating in 2007.

The power tower technology uses a mirror field to focus sunlight on a central
tower, where the heat is used to produce steam for power generation. A research
power tower, the Solar One/Two plant, operated for several years in the 1980s and
1990s in California. A power tower plant has recently been constructed in Spain and
a 400 MW project has been proposed for California.
Several new solar thermal projects, primarily of the parabolic trough and related
types, are in development. The capacity of these projects range up to 554 MW. A
potential advantage of solar thermal systems is the ability to produce electricity when

²⁵ As of August 2008, a reported 95 geothermal projects with publicly known generating
capacities were in development in the United States. The upper estimate of the total
capacity of these projects was 3,959.7 MW, or an average of 42 MW per project. All the
projects are located in western states except for a single 1 MW project in Florida. Kara
Slack, U.S. Geothermal Power Production and Development Update, Geothermal Energy
Association, August 2008, p. 8.
²⁶ For additional information on geothermal power see Steve Blankinship, “What Lies
Beneath,” Power Engineering, January 2007, available by searching
[http://pepei.pennnet.com/ ]).
²⁷ EIA, Annual Energy Outlook 2008, p. 70. For more detail on wind power, see CRS
Report RL34546, Wind Power in the United States: Technology, Economic, and Policy
Issues, by Jeff Logan and Stan Kaplan.

sunlight is weak or unavailable by storing solar heat in the form of molten salt. If
storage proves economical for large-scale plants, then solar thermal facilities in
regions with strong, near continuous daytime sunlight, such as the Mojave desert,
could be operated as dispatchable plants with firm capacity.
In 2007, solar thermal generation accounted for 0.01% of total generation, and
solar PV power for less (Figure 2).
Factors that Drive Power Plant Costs
This section of the report discusses the major factors that determine the costs of
building and operating power plants. These factors include:
^!Government incentives.
^!Capital (investment) cost, including construction costs and
financing.
^!Fuel costs.
^!Air emissions controls for coal and natural gas plants.
Government Incentives
Many government incentives influence the cost of generating electricity. In
some cases the incentives have a direct and clear influence on the cost of building or
operating a power plant, such as the renewable investment tax credit. Other
programs have less direct affects that are difficult to measure, such as parts of the tax²⁸
code that influence the cost of producing fossil fuel.
The economic analysis in this report incorporates the following incentives that
directly affect the cost of building or operating power plants.²⁹
Renewable Energy Production Tax Credit.³⁰ The credit has a 2008 value
of 2.0 cents per kWh, with the value indexed to inflation. The credit applies to the

²⁸ For a comprehensive list of energy market incentives, see EIA, Federal Financial
Interventions and Subsidies in Energy Markets 2007, April 2008.
²⁹ The analysis does not include the credit for carbon dioxide sequestration established by
P.L. 110-343, Division B, Title I, Subtitle B, Section 115 (adding a new §45Q to 26 U.S.C.).
The law provides for tax credits of $20 per metric ton of CO² sequestered and $10 per metric
ton for CO² captured and used for enhanced oil recovery. The credit is in effect through the
year in which the cumulative volume of CO² captured totals 75 million metric tons. This
credit is excluded because it is very difficult to predict how long the credit will be in effect.
The EIA analysis of the Lieberman-Warner Climate Security Act of 2009 (S. 2191)
estimates, for the cases that project carbon capture, cumulative CO² capture of about 80
million to 100 million tons by 2014, which is prior to the on-line data of 2015 assumed for
new power plants in this study. (For the spreadsheets which contain the detailed S. 2191
outputs, see the EIA website at [http://www.eia.doe.gov/oiaf/servicerpt/s2191/index.html].)
³⁰ 26 U.S.C. §45, as amended by P.L. 110-343, Division B, Title I, Subtitle A, Section

101(a).

first 10 years of a plant’s operation. As of October 2008 the credit is available to
plants that enter service before the end of 2009. The credit is currently available to
new wind, geothermal, and several other renewable energy sources. New solar
energy projects do not qualify, and geothermal projects can take the production tax
credit only if they do not use the renewable investment tax credit (discussed below).
Nuclear energy production tax credit.³¹ The credit, which is for new
advanced nuclear plants, has a nominal value of 1.8 cents per kWh. The credit
applies to the first eight years of plant operation. Unlike the renewable production
tax credit the nuclear credit is not indexed to inflation and therefore drops in real
value over time. This credit is subject to several limitations:
^!It is available to advanced (i.e., Gen III/III+) nuclear plants that
begin construction before January 1, 2014, and enter service before
January 1, 2021.
^!For each project the annual credit is limited to $125 million per
thousand megawatts of generating capacity.
^!The full amount of the credit will be available to qualifying facilities
only if the total capacity of the qualifying facilities is 6,000
megawatts or less. If the total qualifying capacity exceeds 6,000
megawatts the amount of the credit available to each plant will be
prorated. EIA estimates in its 2008 Annual Energy Outlook that³²
8,000 megawatts of new nuclear capacity will qualify; in this case
the credit amount would drop to 1.35 cents per kWh once all the
qualifying plants are on-line. This pro-rated value is used in the
report’s economic analysis of generating costs.
Loan Guarantees for Nuclear and Other Carbon-Control
Technologies.³³ Under final Department of Energy (DOE) rules the loan
guarantees can cover up to 80% of the cost of a project, and are awarded based on a
detailed evaluation of each applicant project. Entities receiving loan guarantees must
make a “credit subsidy cost” payment to the federal treasury that reflects the
anticipated cost of the guarantee to the government, including a probability weighted
cost of default. Because the debt is backed by the federal government, it is expected

³¹ 26 U.S.C. §45J.
³² For a discussion of the operation of the credit see EIA, Annual Energy Outlook 2007, p.
21. For the forecast of 8,000 MW of nuclear capacity on-line before 2021, see the Annual
Energy Outlook 2008, p. 70.
³³ 10 CFR § 609 (RIN 1901-AB21), October 4, 2007 [http://www.lgprogram.energy.gov/
keydocs.html].

to carry the highest credit rating and therefore a low interest rate.³⁴ The guarantees
are unavailable to publicly owned utilities, such as municipal systems.³⁵
Congress periodically determines the total value of the guarantees that the DOE
is authorized to grant. In April 2008, the Department of Energy announced plans to
solicit up to $18.5 billion in loan guarantee applications for nuclear projects.³⁶ As of
November 2008, DOE was considering several applications for loan guarantees.
Developers and investors have stated that the loan guarantees are critical to
constructing at least the first wave of new nuclear plants. This is because of the
multi-billion dollar cost of a nuclear project, which can exceed the total market value
of the company building a plant. For example, in 2008 the president of Exelon
Generation, which operates a large fleet of existing nuclear plants and plans to build
new units, stated that constructing new nuclear plants would be “impossible” without
loan guarantees.³⁷
Energy Investment Tax Credit.³⁸ Tax credits under this program are
available to solar and geothermal electricity generation, and some other innovative
energy technologies. Wind energy systems do not qualify. The credit is 10% for
geothermal systems, and is 30% for solar electric systems installed before January 1,

³⁴ On the assumption that the guaranteed debt would have a high (AAA) rating, see “Loan
Guarantees for Projects that Employ Innovative Technologies,” 10 CFR § 609 (RIN

1901-AB21), October 4, 2007, p. 24.

³⁵ Entities receiving loan guarantees must make a substantial equity contribution to the
project’s financing. Public power entities normally do not have the retained earnings needed
to make such payments. The rules also preclude granting a loan guarantee if the federal
guarantee would cause what would otherwise be tax exempt debt to become subject to
income taxes. Under current law this situation would arise if the federal government were
to guarantee public power debt. For further information on these and other aspects of the
loan guarantee program see U.S. DOE, final rule, “Loan Guarantees for Projects that
Employ Innovative Technologies,” 10 CFR § 609 (RIN 1901-AB21), October 4, 2007
[ h t t p : / / www.l gpr ogr a m. e n e r gy. go v/ ke ydoc s .ht ml ] .
³⁶ DOE Announces Plans for Future Loan Guarantee Solicitations, Department of Energy
press release, April 11, 2008. According to press reports, the Japanese and French
governments may also offer loan guarantees to American nuclear projects. French and
Japanese companies are expected to be major suppliers to new U.S. nuclear projects. The
terms of the loan guarantees, assuming they come to fruition, are unknown. Elaine Hiruo,
“Japanese Government Considers Loan Guarantees for U.S. Reactors,” Platts Nucleonics
Week, August 14, 2008, and Elaine Hiruo, “Japan Clears Way for Loan Guarantees in US,”
Platts Nucleonics Week, September 25, 2008
³⁷ Steven Dolley, “Nuclear Power Key to Exelon’s Low-Carbon Plan,” Platts Nucleonics
Week (February 14, 2008). For similar comments see “House Appropriators Seek DOE
Loan Guarantees Delay Pending GAO Review,” EnergyWashington.com, June 10, 2008;
Dr. Joe C. Turnage, UniStar Nuclear, presentation to the California Energy Commission,
“New Nuclear Development: Part of the Path Toward a Lower Carbon Energy Future,” June
28, 2007; and Selina Williams, “US Government Loan Guarantees For New Nuclear Too
Small NRC,” CNNMoney.com, March 10, 2008.
³⁸ 26 U.S.C. §48, as amended by P.L. 110-343, Division B, Title I, Subtitle A, Section

103(a)(1).

2017 (after which it reverts to 10%). Geothermal projects that take the investment
tax credit cannot claim the renewable production tax credit.³⁹ The depreciable basis
of the project for tax purposes is reduced by 50% of the credit value. The investment
tax credit is available to independent power producers and investor owned utilities,
but is inapplicable to tax-exempt publicly owned utilities.⁴⁰
Clean Coal Technologies Investment Tax Credit.⁴¹ This tax credit can
be used by investor owned utilities or independent power producers (it is inapplicable
to tax-exempt publicly owned utilities). It is limited to a total of $2.55 billion in tax
credits, of which (1) $0.8 billion is specifically for IGCC plants; (2) $0.5 billion is
for non-IGCC advanced coal technologies, and (3) $1.25 billion is for advanced coal
projects generally. The tax credits in the third category will not be awarded until
after the program that encompasses the first two categories of tax credits is completed
or until such other date designated by the Secretary of Energy.⁴² The depreciable
basis of a project for tax purposes is reduced by 50% of the credit value.
State and Local Incentives. State and local governments can offer
additional incentives, such as property tax deferrals. The combined value of the
government tax breaks can run into the hundreds of millions of dollars per project.
For example, Duke Energy’s Edwardsport IGCC project in Indiana is expected to
receive almost half-a-billion dollars in federal, state, and local tax incentives.⁴³
State utility commissions can use rate treatment of new plants as a financial
incentive for the investor owned utilities they regulate. Under traditional rate making
a utility is not permitted to earn a return on its construction investment until a plant
is in service. This approach to ratemaking is used to motivate the utility to prudently
manage construction, and to ensure that customers do not have to pay for a power
plant until it is operating. However, if a project is very expensive, the time lag
between when costs are incurred and when return on the investment is allowed in
rates can put a financial strain on the company. If the plant is expensive, adding the
return into rates as a single big adjustment can inflict “rate shock” on customers.

³⁹ For additional information see the discussion of the investment tax credit in the federal
incentives section of the Database of State Incentives for Renewable Energy website
[http://www.dsireusa.org/ ].
⁴⁰ Investor owned utilities did not qualify for this credit until the passage of P.L. 110-343
in October 2008. See P.L. 110-343, Division B, Title I, Subtitle A, Sections 103(e) and

103(f)(4).

⁴¹ 26 U.S.C. §48A, as amended by P.L. 110-343, Division B, Title I, Subtitle B, Section 111.
⁴² The IGCC credit is 20% capped at $133.5 million per project, with a requirement that the
credits be allocated to projects in each of three categories: Bituminous coal-fired,
subbituminous coal-fired, and lignite-fired plants. Other advanced coal technologies can
qualify for a 15% credit (with a cap of $125 million per project) if 1) a new unit can achieve
a heat rate of 8,530 btus/kWh or less and near zero non-CO² emissions, or 2) an existing
plant can meet various criteria for improving thermal efficiency, including by replacing
inefficient old units at a plant site with new units.
⁴³ “Consumers Energy Latest to Win Tax Concessions,” Platts Electric Power Daily,
November 29, 2007.

For these reasons, utilities sometimes argue for an alternative rate making
method called “construction work in progress (CWIP) in rates.” In this approach, a
utility is allowed to recover in rates the return on its investment as the plant is being
built. CWIP in rates relieves the utility of the financial strain of carrying an
expensive investment that is yielding no income, phases-in the rate increase to
customers, and decreases the utility’s financial exposure if the project is delayed. On
the other hand, the pressures for prudent construction management inherent in
traditional ratemaking are dampened.
Some states, such as South Carolina and Mississippi, have passed legislation
allowing utility projects that meet certain criteria to receive CWIP in rates.⁴⁴ In other
cases utilities have received CWIP in rates under existing rules. CWIP in rates has
expanded beyond its historic application to very expensive coal and nuclear projects.
For example, the Kansas and Wisconsin commissions have allowed CWIP in rates
for relatively small wind projects.⁴⁵
Capital and Financing Costs
Construction Cost Components and Trends. Most of the generating
technologies discussed in this report are capital intensive; that is, they require a large
initial construction investment relative to the amount of generating capacity built.
Power plant capital costs are often discussed in terms of dollars per kilowatt (kW)
of generating capacity. All of the technologies considered in this report have
estimated 2008 costs of $2,100 per kW or greater, with the exception of the natural
gas combined cycle plant ($1,200 see Appendix B). Nuclear, geothermal, and IGCC
plants have estimated costs in excess of $3,000 per kW.
Power plant capital costs have several components. Published information on
plant costs often do not clearly distinguish which components are included in an
estimate, or different analysts may use different definitions. The capital cost
components are:
^!Engineering, Procurement, and Construction (EPC) cost: this is the
cost of the primary contract for building the plant. It includes the

⁴⁴ Mary Powers, “Governor Expected to Sign Mississippi Bill on Collecting Costs of
Building Baseload,” Platts Electric Utility Week, April 21, 2008; Elaine Hiruo and Tom
Harrison, “Summer Owners Lock in Price, Schedule for Planned New Reactors,” Platts
Nucleonics Week, May 29, 2008. In addition, Florida, Louisiana, Virginia, and North
Carolina will reportedly allow return on CWIP for nuclear plants (Dr. Joe C. Turnage,
UniStar Nuclear, “New Nuclear Development: Part of the Strategy for a Lower Carbon
Energy Future,” presentation to the Center for Strategic and International Studies meeting
“Evaluating the Business Case for Nuclear Power,” July 31, 2008, p. 4). The treatment of
CWIP in rates varies by jurisdiction and by case. The amount of CWIP allowed is typically
updated periodically and may be limited by a total project cost approved by the commission
⁴⁵ Wisconsin Public Service Commission, Certificate and Order, Docket 6680-CE-171, May
10, 2007 (for Wisconsin Power & Light’s Cedar Ridge project, estimated to cost $179
million); Kansas State Corporation Commission, Final Order, Docket 08-WSEE-309-PRE,
December 27, 2007 (for Westar Energy’s investment in the Central Plains and Flat Ridge
wind projects, estimated to cost the utility $282 million).

cost of designing the facility, buying the equipment and materials,
and construction.⁴⁶
^!Owner’s costs: these are any construction costs that the owner
handles outside the EPC contract. This could include arranging for
the construction of transmission and fuel delivery facilities (such as
a natural gas pipeline) to a power plant.
^!Capitalized financing charges: a plant developer incurs financing
charges while a power plant is being built. This includes interest on
debt and an imputed cost of equity capital. Until the plant is
operating these costs are capitalized; that is, become part of the
investment cost of the project for tax, regulatory, and financial
analysis purposes (see further discussion of financing costs, below).
Construction costs for power plants have escalated at an extraordinary rate since
the beginning of this decade. According to one analysis, the cost of building a power
plant increased by 131% between 2000 and 2008 (or by 82% if nuclear plants are
excluded from the estimate). Costs reportedly increased by 69% just since 2005.
The cost increases affected all types of generation. For example, between 2000 and
2008, the cost of wind capacity reportedly increased by 108%, coal increased by
78%, and gas-fired plants by 92%.⁴⁷ The cost increases have been attributed to many
factors, including:
^!High prices for raw and semi-finished materials, such as iron ore,
steel, and cement.
^!Strong worldwide demand for generating equipment. China, for
example, is reportedly building an average of about one coal-fired
generating station a week.⁴⁸
^!Low value of the dollar.
^!Rising construction labor costs, and a shortage of skilled and
experienced engineering staff.⁴⁹

⁴⁶ Typical practice is for the project developer to enter into a single EPC contract with a
large construction and engineering firm. The firm is responsible for most plant construction
activities and absorbs significant cost, delay, and technical risk, which is reflected in the
contract price. A developer can act as its own EPC manager and avoid paying the risk
premium to a third party contractor, but in this case the developer absorbs the price and
performance risks.
⁴⁷ IHS CERA press release, “Construction Costs for New Power Plants Continue to Escalate
IHS-CERA Power Capital Costs Index,” May 27, 2008 [http://energy.ihs.com/News/
Press-Releases/2008/IHS-CERA-Power-Capital-Costs-Index.htm] .
⁴⁸ Keith Bradsher and David Barboza, “Pollution From Chinese Coal Casts a Global
Shadow,” The New York Times, June 11, 2006.
⁴⁹ Christopher D. Kirkpatrick, “A Bidding War for Engineers: Power Plant Construction
(continued...)

^!An atrophied domestic and international industrial and specialized
labor base for nuclear plant construction and components.
^!In the case of wind, competition for the best plant sites and a tight
market for wind turbines; in the case of nuclear plants, limited global
capacity to produce large and ultra-large forgings for reactor
pressure vessels.⁵⁰
^!Coincident worldwide demand for similar resources from other
business sectors, including general construction and the construction
of process plants such as refineries. Much of the demand is driven
by the rapidly growing economies of Asia.⁵¹
The future trend in construction costs is a critical question for the power
industry. Continued increases in capital costs would favor building natural gas
plants, which have lower capital costs than most alternatives. Stable or declining
construction costs would improve the economics of capital-intensive generating
technologies, such as nuclear power and wind.⁵² At least some long-term moderation
in cost escalation is likely, as demand growth slackens and new supply capacity is
added.⁵³ But when and to what degree cost increases will moderate is as
unpredictable as the recent cost escalation was unforeseen.
Financing Power Plant Projects. Even relatively small power plants cost
millions of dollars. For example, the capital cost for a 50 MW wind plant would be
about $105 million at $2,100 per kW of capacity. The investment cost is typically

⁴⁹ (...continued)
Boom Creates a Labor Shortage,” The Charlotte (North Carolina) Observer, September 5,

2008.

⁵⁰ Yuliya Chernova, “Change in the Air,” The Wall Street Journal, February 11, 2008; Bert
Caldwell, “BPA’s wind power tops 1,000 megawatts,” The (Spokane, Washington)
Spokesman-Review, January 12, 2008; Yoshifumi Takemoto and Alan Katz,
“Samurai-Sword Maker’s Reactor Monopoly May Cool Nuclear Revival,” Bloomberg.com,
March 13, 2008.
⁵¹ Matthew L. Wald, “Costs Surge For Building Power Plants,” The New York Times, July

10, 2007.

⁵² Wind power is less costly to build than, for example, coal or nuclear plants. However,
because wind plants are weather dependent, wind plants have much lower capacity factors
than coal or nuclear plants. A typical wind plant capacity factor is about 34%, compared
to 70% to over 90% for coal and nuclear plants. This means the capital costs of a wind plant
are spread over relatively few megawatt-hours of generation, increasing the cost per unit of
electricity sold. In the case of variable renewable resources like wind and solar power,
anything that reduces capital costs or increases utilization can significantly improve plant
economics.
⁵³ For example, vendors in Asia and Europe are planning to add new capacity to manufacture
very large forgings, particularly important for nuclear plants. Mark Hibbs, “Chinese
Equipment Fabricators Set Ambitious Capacity Targets,” Platts Nucleonics Week, May 22,

2008; Pearl Marshall, “UK’s Sheffield Forgemasters Plans to Produce Ultra-large Forgings,”

Platts Nucleonics Week, April 3, 2008.

financed by a combination of debt and equity.⁵⁴ The financing structure and the cost
of money depends on the type of developer and project-specific risk.
Three types of entities typically develop power plants:
^!Investor-owned utilities (IOUs): IOUs are owned by private
investors and are subject to government regulation of rates and
conditions of service. They have guaranteed service territories and
face limited competition. State utility commissions set electric rates
designed to maintain the financial health of the utility, assuming it
operates prudently. The commission also must approve proposals
by the utility to build new power plants. ⁵⁵
^!Publicly-owned utilities (POUs): A POU is a utility that is an
agency of a municipality, a state, or the federal government. Electric
cooperatives are also considered to be POUs. Like IOUs, POUs
have guaranteed service territories and face limited competition.
Most POUs are small, provide only distribution service, and have
limited financial and management resources.⁵⁶ But larger and some
smaller POUs also own and operate power plants, sometimes as co-
owners of projects where an IOU or independent power producer is
the lead developer. Examples of POUs with large amounts of
generation include the Tennessee Valley Authority and the
municipal utilities serving the cities of Los Angeles and San
Antonio. POUs set their own rates and make their own decisions to
build power plants.
^!Independent Power Producers (IPPs): IPPs are merchant
developers and operators of power plants that sell wholesale power
to utility and industrial buyers. Within limits they can sell power at
whatever price the market will bear.⁵⁷ IPPs face more financial risk

⁵⁴ Equity capital includes the funds provided by the owners of the firm (i.e., the
stockholders). Debt is borrowed money. The owners of a project seek to repay debt, and
to both recover their equity investment and earn a return on that investment.
⁵⁵ Prior to the restructuring of the electric power industry that began in the 1990s, IOUs were
typically vertically integrated, providing generation, transmission, and distribution (final
delivery of electricity to consumers) in a state-sanctioned monopoly service area. With
restructuring, some states required or encouraged utilities to divest their power plants. In
many parts of the country control (though not ownership) of transmission assets is now in
the hands of federally sponsored regional transmission organizations (RTOs). Some states
that required IOUs to divest generation are now allowing utilities to once again own and
operate power plants, such as California.
⁵⁶ In 2006, out of 2,010 government-owned electric utilities, only 98 had total revenues in
excess of $100 million dollars. In contrast, the fuel cost for a single large power plant can
exceed $100 million per year. American Public Power Association, 2008-09 Annual
Directory and Statistical Report, p. 30 (data does not include electric cooperatives).
⁵⁷ In some parts of the country RTOs operate power markets and have capped spot electricity
(continued...)

than regulated utilities — they do not have guaranteed service
territories and can face intense competition for power sales — but
can also earn larger profits. IPPs make their own decisions to build
power plants.
All three types of entities play a major role in the electric power industry (Table
1). The lines between the entities can blur. Holding companies that own IOUs can
also own IPPs. POUs sometimes own large shares of power projects developed by
IOU or IPPs.
Table 1. Shares of Total National Electric Generation and
Generating Capacity, 2006
GenerationGenerating Capacity
Publicly-Owned Utilities22%21%
Investor-Owned Utilities41%38%
Non-Utilities 37% 41%
National Total100%100%
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The cost of the money used to finance power projects varies significantly
between IOU, POUs, and IPPs. A POU will normally finance a project with 100%
debt at a low interest rate. The rate is low because interest paid on public debt is⁵⁸
exempt from federal or state income taxes, and because public entities have a very
low risk of default (failure to make debt payments), much lower than for private

⁵⁷ (...continued)
prices, such as at $1,000 per Mwh, to prevent extraordinary price spikes. These caps apply
to spot sales of electricity, not to bilateral contracts.
⁵⁸ Because the debt is tax free, the POU can pay the bond holder a lower interest rate than
taxable debt must offer. The bond holder accepts the lower POU tax-free interest rate since,
other things being equal, its after-tax return is the same.

businesses.⁵⁹ Typical municipal bonds have ratings in the middle or upper tiers of
investment grade debt.⁶⁰
Privately owned IOUs and IPPs finance power projects with a mix of debt and
equity. Debt is more costly to these companies than to POUs because it is not tax
exempt and because they usually have lower credit ratings. The electric utility
industry as a whole has a credit rating in the lower tier of the investment grade
category (BBB).⁶¹ IPP debt often falls in the speculative category and has a higher
interest rate than IOU or POU issues.⁶²
Investors expect private developers to make a significant equity contribution to
a project.⁶³ Reliance on equity versus debt varies by company and project. The cost
analysis used in this study assumes that IPPs and IOUs rely on, respectively, 40% and
50% equity (see Table 17 in Appendix D), except in the case where federal loan
guarantees are available (see discussion of government incentives, above). Equity

⁵⁹ Moody’s Investors Service, Mapping of Moody’s U.S. Municipal Bond Rating Scale to
Moody’s Corporate Rating Scale and Assignment of Corporate Equivalent Ratings to
Municipal Obligations, June 2006, p.2. According to Moody’s, between 1970 and 2000, out
of 699 rated municipal bond issues for electric power, only two defaulted (including the
Washington Public Power Supply System default on a large nuclear construction program).
Over the same period, about 70% of municipal bonds were rated A or higher, and less than
1% were rated below investment grade. Moody’s Investors Service, Moody’s US Municipal
Bond Rating Scale, November 2002, pp. 5-6.
⁶⁰ Moody’s Investors Service, Moody’s US Municipal Bond Rating Scale, November 2002,
p. 6. Rating agencies assign debt to credit worthiness categories. Investment grade debt has
a rating of BBB- or higher in the nomenclature used by Standard & Poors and Fitch. The
equivalent category for Moody’s is Baa3 and higher. Lower rated debt is referred to as
speculative or high yield issues, or less pleasantly as “junk bonds.” For descriptions of the
ratings systems and crosswalks see Edison Electric Institute, 2007 Financial Review, p. 86,
and [http://www.nnnsales.com/faq/faq-buyersinvestors8.htm]. Note that the municipal bond
market was roiled by the 2008 financial crisis (Tom Herman, “Muni Yields Rise to Rare
Levels” The Wall Street Journal, November 5, 2008).
⁶¹ Roughly 70% of utility companies were rated between BBB+ and BBB- in 2007. About

10% were rated below investment grade. Edison Electric Institute, 2007 Financial Review,

pp. 81 and 87.
⁶² Most IPP debt is reportedly rated below investment grade (telephone conversation with
Scott Solomon, Moody’s Investors Service, February 15, 2008). For instance, in June 2008
the debt ratings for several large IPP developers were all speculative grade: NRG (Standard
& Poors B rating), AES (B+ to BB-), Edison Mission Energy (BB-), and Dynegy (B-).
(Source: Standard & Poors NetAdvantage on-line data system). IPP power plants may be
project-financed; that is, the financing and the recourse of the debt holders is tied to a
specific project, not to the corporation as a whole. For example, the LS Power Sandy Creek,
AES Ironwood, and Calpine’s Riverside and Rocky Mountain projects all have project-
specific, speculative grade debt ratings. (Source: Moody’s Investors Service press releases,
August 3, 2006, August 14, 2007, and February 8, 2008.)
⁶³ Over-reliance on debt is considered risky for private entities and leads investors to
demand higher interest rates. At some level of debt a project would be impossible to
finance. POUs can rely on 100% debt financing because they control their own rates and
are backed-up by the government entity that owns or finances the utility.

is more expensive than debt,⁶⁴ and is more expensive for IPPs than IOUs because
IPPs typically face more competition and financial risk.
In summary:
^!Because POUs can finance a power project with 100% low-cost debt
they can build power plants more cheaply than IOUs or IPPs.
However, because of the small size of most POUs they do not have
the financial or management resources to take on large and complex
projects by themselves, so POUs often partner on projects where an
IOU or IPP is the lead developer.
^!IOU’s typically have lower financing costs than IPP’s because they
have lower costs of debt and equity.⁶⁵
^!Financing costs are highest for IPPs, which makes them somewhat
less prone to take on the highest cost projects (such as coal and
nuclear plants) unless POUs or IOUs are co-owners.
Fuel Costs
Fuel costs are important to the economics of coal, nuclear, and natural gas
plants, and irrelevant to solar, geothermal, and wind power. Recent trends in the
delivered cost of coal and natural gas to power plants are illustrated below in Figure

3. The constant dollar prices of both fuels have increased since the beginning of the⁶⁶

decade, but the price escalation has been especially severe for natural gas. Natural

⁶⁴ Equity is more expensive than debt in part because interest payments on debt are tax
deductible while the imputed cost of equity is not an expense for income tax purposes.
Another consideration is that in the event of bankruptcy bondholders are paid before
shareholders. An equity investment is therefore riskier than holding debt and investors
demand higher compensation. (Unlike a bond which has a known interest rate, there is no
directly measurable cost of equity. Its cost is essentially the return investors will expect on
their equity stake in the firm. Various techniques are used to estimate the cost of equity.
The concepts are discussed in standard finance texts; see for example, Stewart Myers and^th
Richard Brealey, Principles of Corporate Finance, 7 edition, 2003, Chapter 9.)
⁶⁵ Financing arrangements can be far more complex than described in this brief overview.
As an illustration, see the discussions of wind power financing in Ryan Wiser and Mark
Bolinger, Annual Report on U.S. Wind Power Installation, Cost, and Performance Trends:
2007, U.S. DOE, May 2008, p. 14; and John P. Harper, Matthew D. Karcher, and Mark
Bolinger, Wind Project Financing Structures: A Review & Comparative Analysis, Lawrence
Berkeley Laboratory, September 2007. For a description of the financing arrangements for
an IPP-developed coal plant, see the discussion of the Plum Point project in “North
American Single Asset Power Deal of the Year 2006,” Project Finance, February 2007.
⁶⁶ Coal and gas prices have increased due to national and global demand growth, limited
excess production capacity, certain unusual circumstances (such as flooding that reduced
Australian coal production and exports), increases in rail, barge, and ocean-going vessel
rates for delivering coal to consumers, and the run-up in world oil prices. For a discussion
of energy price trends, see EIA’s Annual Energy Outlook for long-term projections and the
(continued...)

gas has also been consistently more expensive than coal. The comparatively low cost
of coal partly compensates for the high cost of building coal plants, while the high
cost of natural gas negates part of the capital cost and efficiency advantages of
combined cycle technology.
Because it takes years to build a power plant, and plants are designed to operate
for decades, generation plans largely pivot on fuel price forecasts. However, fuel
prices have been notoriously difficult to predict. For example, EIA forecasts of
delivered coal prices and natural gas wellhead prices have been off target by an
average of, respectively, 47% and 64%.⁶⁷ EIA attributes the gap between actual and
forecasted gas prices to a host of factors:
As regulatory reforms that increased the role of competitive markets were
implemented in the mid-1980s, the behavior of natural gas was especially
difficult to predict. The technological improvement expectations embedded in
early AEOs [Annual Energy Outlooks] proved conservative and advances that
made petroleum and natural gas less costly to produce were missed. After natural
gas curtailments that artificially constrained natural gas use were eased in the
mid-1980s, natural gas was an increasingly attractive fuel source, particularly for
electricity generation and industrial uses. Historically, natural gas price
instability was strongly influenced by natural gas resource estimates, which
steadily rose, and by the world oil price. More recently, the AEO reference case
has overestimated natural gas consumption due to the use of natural gas wellhead
price projections that proved to be significantly lower than what actually⁶⁸
occurred.
EIA’s analysis illustrates how the confluence of technological, regulatory,
resource, and domestic and international market factors make fuel forecasts so
problematic. Fuel price uncertainty is especially important in evaluating the
economics of natural gas-fired combined cycle plants. For the base assumptions used
in this study, fuel constitutes half of the total cost of power from a new combined
cycle plant, compared to 18% for a coal plant and 6% for a nuclear plant.

⁶⁶ (...continued)
Short-Term Energy Outlook for near-term forecasts [http://www.eia.doe.gov/oiaf/forecasting
.html].
⁶⁷ EIA, Annual Energy Outlook Retrospective Review, April 2007, p. 5.
⁶⁸ Ibid., pp. 2 and 3 [table citations omitted].

Figure 3. Coal and Natural Gas Constant Dollar Price Trends

Delivered Price of Coal and Natural Gas to Power
Plants, 1990 to 2007, Constant 2008$
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The price of the uranium used to make nuclear fuel has, like coal and natural
gas, increased sharply and has been volatile (Figure 4). Although prices have
recently dropped, they are still far above historic levels.⁶⁹ Over the long term, EIA
expects nuclear fuel prices to increase in real terms from $0.58 per mmbtu in 2007
to $0.77 per mmbtu in 2023, and then slowly decline.⁷⁰ Even prices twice as high
would not have a major impact on nuclear plant economics, which are dominated by
the capital cost of building the plant.
⁶⁹ Factors that caused prices to rise include increased demand, problems bringing new
uranium mines into service, and the depletion of commercial inventories of uranium. The
recent decline in prices may be due in part to an improved short-term production outlook;
see “ERI Expects Base Price to Drop, Then Rise Again,” Platts Nuclear Fuel, June 16,

2008. It takes years before a change in uranium prices is reflected in a reactor fuel load.

The lag is caused by the time it takes to process the uranium and manufacture fuel rods;
multi-year contracts that do not reflect current prices; and reactor fueling schedules
(refueling takes place on 18 or 24 month cycles, and at each refueling only about a third of
the core is replaced). This lag can cut both ways: If uranium prices decline, a plant may still
have reloads based on expensive uranium in the pipeline.
⁷⁰ For the EIA nuclear fuel price forecast used in the Annual Energy Outlook 2008, go to
[http://www.eia.doe.gov/oiaf/aeo/electricity.html] and click on “figure data” for Figure 70.

Figure 4. Uranium Price Trends

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Air Emissions Controls for Coal and Gas Plants
Regulations that limit air emissions from coal and natural gas plants can impose
two types of costs: The cost of installing and operating control equipment, and the
cost of allowances⁷¹ that permit plants to emit pollutants. The following emissions
are discussed below:
Emissions from coal:
^!Sulfur dioxide (SO²), a precursor to acid rain and the
formation in the atmosphere of secondary particulates⁷² that
are unhealthy to breathe and can impair visibility.
^!Mercury, a toxic heavy metal.
^!Primary particulates (soot) entrained in the power plant’s flue
gas.
⁷¹ Under the existing federal SO² and NOx regulatory programs, most existing plants have
been allocated allowances sufficient to cover their emissions. These existing plants do not
need to buy emissions, and may have surplus emissions to sell, especially if the plants have
retrofitted pollution control equipment.
⁷² Coal plants can produce two types of particulates. Primary particulates, sometimes
referred to as soot, are formed in the combustion process. Secondary particulates form in
the atmosphere through the condensation of nitrates and sulfates. Particulates are
objectionable because of visibility and health effects. For more information see Rod Truce,
Robert Crynack, and Ross Blair, “The Problem of Fine Particles,” Coal Power, September

30, 2008 [http://www.coalpowermag.com/environmental/156.html].

Emissions from coal and natural gas:
^!Nitrogen oxides (NOx), a precursor to ground level ozone,
acid rain, and the formation in the atmosphere of secondary
particulates.
^!Carbon dioxide (CO²), a greenhouse gas produced by the
combustion of fossil fuels.
The regulations and control technologies for SO², NOx, particulates, and
mercury are discussed briefly under the category of “conventional emissions.” These
pollutants are subject to either existing regulations or regulations being developed
under current law, and can be controlled with well-understood, commercially-
available technologies. CO² is discussed in more detail because control technologies
are still under development and may be far more costly than controls for conventional
emissions.⁷³ While CO² is not currently subject to federal regulation, control
legislation is being actively considered by the Congress and some states are taking
action to limit CO² emissions.
More information on air emissions, particularly on regulatory and policy issues,
is available in numerous CRS reports. The reports can be accessed through the
“Energy, Environment, and Resources” link on the CRS website,
[ h ttp://www.crs.gov] .
Conventional Emissions. The Environmental Protection Agency (EPA) has
established National Ambient Air Quality Standards (NAAQS) for several
pollutants, including SO², NOx, ozone, and particulates. New coal and natural gas
plants built in areas in compliance with a NAAQS standard must install Best
Available Control Technology (BACT) pollution control equipment that will keep
emissions sufficiently low that the area will stay in compliance. Plants built in areas
not in compliance with a NAAQS (referred to as “non-attainment” areas) must meet
a tighter Lowest Achievable Emission Rate (LAER) standard.⁷⁴ In practice, air
permit emissions are negotiated case-by-case between the developer and state air
authorities. Federal standards set a ceiling; state permits can specify lower emission
limits.
In addition to technology control costs, new plants that emit SO² must buy SO²
emission allowances under the acid rain control program established by Title IV of

⁷³ Renewable power plants that do not burn fuels, such as solar, wind, and geothermal
power, do not have air emissions. The depleted fuel rods from nuclear plants contain high
level radioactive wastes. The nuclear fuel costs used in this study include the federal one
mill (i.e., one tenth of a cent) per kWh fee for supporting creation of a permanent waste
repository. In the interim depleted fuel is stored at each reactor site. For more information
see CRS Report RL33461, Civilian Nuclear Waste Disposal, by Mark Holt.
⁷⁴ BACT requirements take into account cost-effectiveness; LAER requires the lowest
possible emission rate without cost considerations. For an overview of the regulatory
framework see MIT, The Future of Coal, 2007, pp. 135-136. The federal New Source
Performance Standards for new, large fossil-fired plants are found at 40 C.F.R. §60(Da).

the Clean Air Act.⁷⁵ Depending on the location of a new plant, it may also need to
purchase NOx allowances.⁷⁶
Regulation of mercury is unsettled. On February 8, 2008, the U.S. Court of
Appeals for the D.C. Circuit vacated the Bush administration’s Clean Air Mercury
Rule, which would have allowed new coal plants to comply with mercury emission
limits by purchasing mercury allowances. Because of the court’s action, coal plant
mercury emissions are now categorized as a hazardous air pollutant. If the decision
stands,⁷⁷ it will trigger a requirement for all coal plants, old and new, to install
mercury control equipment that meets a Maximum Available Control Technology
(MACT) standard. EPA has not yet defined a MACT standard for mercury, but state
air officials will probably require new plants to meet tight mercury emission limits.⁷⁸
The technology and costs for controlling sulfur, NOx, particulate, and mercury
emissions are briefly described below. For additional information on emission
control technologies see the International Energy Agency Clean Coal Center at
[ h ttp://www.iea-coal.org/ site/ieacoal/dat abases/clean-coal-technologies] .
^!Sulfur. Commercial technologies can remove 95% to 99% of the
SO² formed by burning coal in pulverized coal plants, and over 99%
of the sulfur in IGCC synthesis gas before it is burned. To the
degree that a new pulverized coal unit or IGCC plant releases SO²
to the atmosphere, it must buy SO² emission allowances. Because
SO² emissions by plants with controls are so small, allowances are
not a major expense compared to the other costs of running a power
plant. At mid-2008 allowance and fuel prices, the annual cost of
SO² allowances for a coal plant burning eastern coal would be on the
order of $1 million, compared to over $220 million just for fuel.⁷⁹

⁷⁵ An allowance is authorization to emit one unit of a pollutant during a specified time
period, usually a year. For example, under the acid rain cap and trade program, national
total SO² emissions are capped and each coal plant must submit sufficient allowances to
cover its annual emissions. Older plants can comply by staying within emission allocations,
installing control equipment, and/or buying SO² allowances. New plants must install control
equipment and buy allowances.
⁷⁶ NOx regulation is complex and involves both federal and state rules. For a summary of
NOx regulation see the National Energy Technology Laboratory website at
[http://www.netl.doe.gov/technologies/coalpower/ewr/nox/regs .html ].
⁷⁷ The decision has been appealed by the EPA to the U.S. Supreme Court.
⁷⁸ RS22817, The D.C. Circuit Rejects EPA’s Mercury Rules: New Jersey v. EPA, by Robert
Meltz and James E. McCarthy; Amena Saiyid, “Utilities with Permits to Build New Units
Caught in MACT Regulatory Bind,” Platts Coal Outlook, June 23, 2008.
⁷⁹ A 600 MW coal plant with an 85% capacity factor and a heat rate of 9,000 btus per kWh,
will consume about 40.2 trillion btus of fuel per year. At a controlled emission rate of 0.157
lbs of SO² per million btus of fuel consumed, this results in emissions of about 3,200 tons
of SO² annually. At a late June 2008, SO² allowance price of $330 per ton, this equals an
annual cost of $1.1 million. Emissions and the resulting allowance cost would be still less
for an IGCC. In contrast, the fuel cost for this hypothetical plant (assuming a delivered cost
(continued...)

The cost of the control equipment is more significant. An SO²
control system will account for about 12% of the capital cost of a
new pulverized coal plant and 29% of non-fuel operating costs
(Table 2). (It is difficult to isolate environmental control costs for
an IGCC plant because emissions control is largely integral with
cleanup of the synthesis gas that is necessary, irrespective of
environmental rules, prior to combustion.)
^!Mercury. Some pulverized coal plants can achieve 90% removal of
mercury as a co-benefit of operating SO² and particulate control
equipment. Other plants will have to install a powdered activated
carbon injection system (accounting for about 1% of the plant’s
capital cost and 9% of non-fuel operating costs). IGCC plants would
remove 90% to 95% of the mercury from the synthesis gas using
another technology also based on activated carbon.
^!NOx. Commercial technologies can reduce NOx emissions to very
low levels for pulverized coal and IGCC plants. Depending on a
plant’s location, it may have to purchase NOx emission allowances.
As in the case of SO² allowances, because the controlled emission
rates for new plants are so low the total cost of allowances is small
compared to other plant operating costs. The cost of the control
equipment for a pulverized coal plant is about 2% of capital expense
and 9% of non-fuel operating costs.
^!Particulates. Primary particulates are controlled using removal
systems that have been a standard feature of pulverized coal plants
for many years. Removal efficiencies exceed 99%. Primary
particulate removal rates for IGCC plants are expected to be similar.
Secondary particulates are controlled by reducing NOx and SO²
emissions, as discussed above.

⁷⁹ (...continued)
of Central Appalachian coal of $137.92 per ton and a heat content of 12,500 btus per
pound) would be about $222 million per year. The SO² system does consume a material
amount of the electricity produced by a pulverized coal plant, in the range of 1% to 3% of
output. Sources: MIT, The Future of Coal, 2007, p. 138; Spark Spreads table, Platts Coal
Trader, June 30, 2008; U.S. DOE, 20% Wind Energy by 2030, Table B-12; Delivered Coal
Price Comparison table, Argus Coal Transportation, June 24, 2008.

Table 2. Emission Controls as an Estimated Percentage of Total
Costs for a New Pulverized Coal Plant
Percent of Total Cost
Plant Capital CostPlant O&M Cost
SO² Controls12%29%
NOx Controls2%12%
Mercury Controls1%9%
Total for Emission Controls16%51%
^So^urce^{: Calcu}^l^ated^b^y^{CRS f}^r^o^m^MI^T^,^T^h^{e Fut}^u^r^e^of^C^oal^{, 2007, T}^a^bl^es^A^-³^.^D^.^{3. an}^{d T}^a^bl^es
^A^-³^.^D.4^.^Calcu^l^atioⁿ^s^w^e^r^e^m^a^d^e^f^o^r^th^{e p}^oⁱⁿ^t^estim^{ates in}^th^{e r}^e^p^o^r^{t; th}^{e tab}^l^{es h}^a^v^e^co^{st r}^aⁿ^g^e^{s f}^o^r
^{capital cos}^t^s^an^{d f}^o^{r m}^e^rcu^r^y^con^t^{rol O&}^{M cos}^t^s^.
^No^tes^{: SO}²^{= su}^lf^u^r^dⁱ^o^x^id^{e; NOx}^{= n}^itr^o^g^en^o^x^id^{es; O&}^{M = o}^p^e^r^a^tioⁿ^s^an^d^m^aⁱⁿ^ten^aⁿ^ce.
Carbon Dioxide. This section of the report discusses the technical and cost
characteristics of carbon control technologies for coal and natural gas plants. The
estimates of the cost and performance affects of installing carbon controls are
uncertain because no power plants have been built with full-scale carbon capture.
For additional information on carbon control technologies, see CRS Report
RL34621, Capturing CO² from Coal-Fired Power Plants: Challenges for a
Comprehensive Strategy, by Larry Parker, Peter Folger, and Deborah D. Stine; and
Steve Blankinship, “The Evolution of Carbon Capture Technology, Parts 1 and 2,”
Power Engineering, March and May 2008.⁸⁰
CO² Removal for Pulverized Coal and Natural Gas Plants.
Technology developed by the petrochemical industry, using a class of chemicals
called amines, can be used to scrub CO² from flue gas. Amine scrubbing is currently
used to extract CO² from part of the flue gas at a handful of coal-fired plants, to
produce CO² for enhanced oil recovery and the food industry, but the scale is about
a tenth of what would be needed to scrub 90% of the CO² from the entire flue gas

⁸⁰ There are also many CRS reports on climate change issues. These reports can be retrieved
by using the “Energy, Environment, and Resources” link on the CRS home page to access
the “Climate Change” link.

stream of a large power plant.⁸¹ Scaling up amine technology to handle much larger
gas flows at a power plant may be technically challenging.
Amine scrubbing is energy intensive. It diverts steam from power production
and uses part of the plant’s electricity production to compress the CO² for pipeline
transportation to its final disposition. Amine scrubbing is estimated to cut a coal
plant’s electricity output by about 30% to 40%.⁸² The equipment is also costly.
According to one study, the cost for building a new coal plant with amine scrubbing
is an estimated 61% higher than building the a plant without carbon controls.⁸³ The
same study estimated the cost for a coal plant retrofit installation, without taking into
account the recent rapid increase in power plant construction costs, at about $1,600
per kW of net capacity, or almost $1 billion for a 600 MW plant.⁸⁴
The cost and performance impacts for adding amine scrubbing to a natural gas-
fired combined cycle are also large. The estimated reduction in net electricity output
is 14%, and the estimated increase in the plant capital cost is about 100%.⁸⁵
Researchers are attempting to commercialize less costly carbon capture technologies
for conventional coal and gas plants, but these are still in early development.

⁸¹ Currently four commercial facilities in the United States treat fossil plant flue gas to
recover CO². The largest amount of CO² captured is about 800 tons per day. In contrast,
a 600 MW coal plant would produce about 13,300 tons of CO² daily; 90% removal would
require extracting 12,000 tons of CO² each day. (Information on current commercial
projects from HDR|Cummins & Barnard, Inc., Carbon Dioxide Capture and Sequestration,
report to Alliant Energy, April 2008, Report No. 5561.06 R-002, p. 8; and
[http://www.mgs.md.gov/geo/pub/co2seqpaper.pdf]. CO² emissions for a 600 MW plant
computed as follows: 600 MW x 9 million btus of fuel input per MWh x 24 hours x 205.3
pounds of CO² released per mmbtu of heat input for bituminous coal, divided by 2 million.
Rate of CO² released from burning coal is from EIA, Electric Power Annual 2006, p. 92.)
⁸² MIT, The Future of Coal, 2007, pp. 25 and 28; “Pilot Project Uses Innovative Process to
Capture CO² From Flue Gas,’ EPRI Journal, Spring 2008, p. 4).
⁸³ Calculated from MIT, The Future of Coal, 2007, Table 3.1 (estimates for supercritical
pulverized coal).
⁸⁴ Ibid., p. 28. The cost and practicality of a retrofit would vary with specific plant
conditions. Another consideration is that retrofitting carbon capture to an IGCC plant may
not be straightforward. An MIT study suggests that for technical reasons a developer
looking toward possible future carbon legislation cannot build an IGCC plant that will
provide optimal efficiency today (without carbon technology) and tomorrow (after carbon
control retrofit). The developer must make a choice that may result in suboptimal
performance (higher costs and less efficiency) either in current or future operation (MIT,
The Future of Coal, 2007, pp. 149-150).
⁸⁵ National Energy Technology Laboratory, Cost and Performance Baseline for Fossil
Energy Plants, Volume 1, May 2007, Exhibit 5-25 and page 481; EIA, Assumptions to the
Annual Energy Outlook 2008, Table 38. The plant capacity derate for the natural gas
combined cycle plant is less than for the pulverized coal plant primarily because natural gas
generation is much less carbon intensive than burning coal, so less CO² must be processed.
The lower carbon intensity is due to the greater efficiency of a gas-fired combined cycle
compared to a pulverized coal plant (fewer btus of fuel are needed to generate a unit of
electricity), and because burning a btu of gas produces about half as much CO² as burning
a btu of coal.

CO² Removal for IGCC Coal Plants. Carbon capture for an IGCC plant
involves multi-step treatment of the synthesis gas using technology originally
developed for the petrochemical industry. Estimates of the cost and performance
impact of incorporating carbon capture into a IGCC design vary widely. For the
sample of studies shown in Table 3, the estimated increase in capital costs ranges
from 32% to 51%. The estimated loss in generating capacity varies by more than a
factor of two, from 13% to 28%. This wide variation reflects in part factors specific
to different IGCC technologies, but is also an indication of limited experience with
IGCC technology generally and the integration of carbon capture in particular.
Table 3. Estimates of the Change in IGCC Plant Capacity and
Capital Cost from Adding Carbon Capture
Source andChange in NetChange in Plant Cost
IGCC Technology Generating Capacity
NETL, 2007
GE/Radiant -13% 32%
CoP E-Gas-17%40%
Shell-19%35%
EIA, 2008
Genericn/a43%
EPRI 2006
Shell-25%51%
MIT 2007
GE/Full Quench (retrofit)-17%n/a
CoP E-Gas (retrofit)-28%n/a
Generic-28%32%
^Sources^{: NET}^L^,^C^o^s^t^{and Per}^f^or^m^{ance Bas}^e^lⁱⁿ^{e f}^o^r^Fos^sⁱ^l^Ener^{gy Pl}^ant^s^,^Vol^u^m^e¹^{, Ex}^hⁱ^bi^t^3-^114;
^EIA^,^As^s^u^m^p^tⁱ^ons^t^o^t^h^{e Annual}^Ener^{gy O}^u^t^l^{ook 2008}^,^Ta^bl^e^38;^EPR^I^,^Fea^s^ib^{ility S}^t^u^d^y^fo^{r a}ⁿ
^Iⁿ^teg^r^a^t^ed^Ga^sifica^tioⁿ^Co^mbⁱⁿ^ed^{Cycle Fa}^{cility a}^t^a^Texa^{s S}^ite^{, O}^c^t^ober^{2006, T}^a^bl^es^7-^{1, 13-}^{2, an}^d
^13-^3;^MIT^,^T^h^{e Fut}^u^r^e^of^C^oal^{, 2007, pp. 122, 150, an}^{d 151, an}^{d T}^a^bl^{e 30.}
^No^tes^{: IGC}^C^{= In}^teg^r^{ated Gas}ⁱ^fⁱ^cation^C^o^m^bⁱⁿ^{ed C}^y^{cle; N}^E^T^L⁼^N^a^tⁱ^on^{al En}^erg^y^T^echⁿ^o^log^y
^L^a^b^o^r^ato^r^y^;^E^I^A⁼^En^er^g^y^Iⁿ^f^o^r^m^atioⁿ^A^d^mⁱⁿⁱ^str^a^tioⁿ^;^EP^RI^{= Electr}ⁱ^{c P}^o^w^e^r^Resear^ch^Iⁿ^stitu^te;
^MI^T^{= Massa}^ch^u^s^{etts I}ⁿ^stitu^{te o}^f^T^echⁿ^o^lo^g^y^{; n}^/^{a = n}^o^{t av}^ailab^l^{e; GE = Gen}^e^r^a^{l Electr}ⁱ^{c; Co}^P⁼
^Coⁿ^o^co^P^h^illip^s.^Radⁱ^an^t^an^d^f^u^ll^q^u^en^ch^r^e^f^e^r^to^alterⁿ^ativ^{e m}^ean^{s o}^f^h^{eat cap}^tu^r^e^f^r^o^m^co^o^lin^g^o^f
^th^{e sy}ⁿ^t^h^e^sⁱ^s^g^a^{s. Valu}^{es ar}^{e f}^o^r^uⁿ^{its b}^u^{ilt to}ⁱⁿ^co^r^p^o^r^{ate car}^b^oⁿ^cap^tu^r^e^{, ex}^cep^{t w}^h^en^r^e^tr^o^f^{it is}
ⁱⁿ^dicated.

While IGCC technology is arguably better-suited for carbon capture than
pulverized coal systems, it does not currently provide a simple or inexpensive path
to carbon control. In addition to the cost and performance penalties and
uncertainties, other factors complicate implementing IGCC carbon control. For
example, the nation’s largest and least expensive coal supply is western
subbituminous coal. However, the IGCC technologies best suited for using this coal
also appear to incur the largest cost and performance penalties from adding carbon
control technology.⁸⁶
CO² Allowance Costs. Congress has considered legislation that would put
a cost on carbon emissions, such as the Lieberman-Warner Climate Security Act of

2007 (S. 2191). If Congress ultimately legislates allowance-based carbon controls,

the estimated costs of such allowances are very uncertain. As an illustration of this
uncertainty, Figure 5 shows EIA’s alternative projections of CO² allowance prices
under S. 2191. Depending on assumptions for such factors as the speed with which
new technologies are deployed and their costs, and the availability for purchase of
international CO² emission offsets, EIA’s estimate of the price of allowances by 2030
ranges from about $60 to $160 per metric ton of CO² (2006 dollars).
Figure 5. EIA’s Projections of S. 2191 CO² Allowance Prices
(2006$ per Metric Ton of CO² Equivalent)

^$¹⁸⁰ⁿ^t
^$¹⁶⁰ⁱ^val^e
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^S^o^u^r^c^e^{: S}^u^p^p^o^r^tiⁿ^g^s^p^r^e^a^d^s^h^e^e^t^s^fo^r^E^I^A^,^Eⁿ^e^r^gy^M^a^r^k^e^t^aⁿ^{d E}^c^on^omⁱ^c^I^m^p^a^c^t^s^o^f^S^.²¹⁹¹^,^t^h^e^Lⁱ^e^b^e^r^m^aⁿ^-^W^a^rⁿ^er^C^lⁱ^m^a^t^e^S^e^c^u^rⁱ^t^y^A^c^t^of²⁰⁰⁷^,^A^p^rⁱ^l²⁰^08.
⁸⁶ The dry feed Shell and ConocoPhillips E-Gas systems appear to be better suited to high
moisture subbituminous and lignite coals than the GE technology, which brings coal into the
gasifier as a coal/water slurry (excess water reduces the efficiency of the gasifier and
requires more oxygen). However, the GE technology operates at higher pressures and can
use full quench cooling of the synthesis gas to produce steam for the CO² shift reactor,
which may make it the better choice for carbon capture. MIT, The Future of Coal, 2007,
pp. 149-151; EPRI, Feasibility Study for an Integrated Gasification Combined Cycle
Facility at a Texas Site, October 2006, pp. v and vi; and Nexant, Inc., Environmental
Footprints and Costs of Coal-Based Integrated Gasification Combined Cycle and
Pulverized Coal Technologies, report for the U.S. EPA, July 2006, p. 5-13.

Even the low end of EIA’s allowance price forecasts would impose costs far
beyond those of existing air emissions regulations. Figure 6 compares the price of
coal in EIA’s long-term Reference Case projection (which assumes only current law,
and therefore no carbon controls) to EIA’s “core” case estimate of allowance prices
from the S. 2191 study. Based on EIA’s forecasts, by 2030 the allowance price is the
equivalent of triple the coal price.⁸⁷ (As noted above, the outlook for CO² allowance
prices is uncertain. Different legislative approaches and changes to other forecasting
assumptions can produce very different estimates from those shown here.)
Figure 6. Comparison of EIA’s Reference Case Coal Prices
and S. 2191 Core Case CO² Allowance Prices

^6.⁰⁰
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^4.⁰⁰^t^u
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^R^e^f^e^r^e^nc^{e C}^a^s^e^E^s^tⁱ^m^a^t^e^of^D^e^lⁱ^v^e^re^d^P^r^ic^{e of}^C^o^al^t^o^P^o^w^e^{r P}^l^an^t^s
^C^o^r^e^(B^as^{e) C}^a^s^e^C^O²^A^l^low^aⁿ^c^{e P}^r^ic^{e E}^s^tⁱ^m^a^t^eⁱⁿ^$/^M^M^B^T^U
^S^o^ur^c^e^:^S^u^ppo^r^tⁱⁿ^g^s^p^r^e^a^d^s^hee^t^s^f^o^r^E^I^A^,^Eⁿ^e^r^g^y^M^a^r^k^et^an^{d E}^c^oⁿ^o^mⁱ^c^I^m^pac^t^s^o^f^S^.²¹⁹¹^,^t^h^e^Li^ebe^r^m^aⁿ^-^W^a^r^ne^r^C^lⁱ^m^at^e^S^e^c^u^rⁱ^t^y^A^c^t^of²⁰⁰⁷^,^A^p^rⁱ^l²⁰⁰⁸^;^C^R^S^c^a^l^c^u^l^a^tⁱ^oⁿ^s⁽^a^s^s^um^es²⁰^M^M^B^t^us^per^t^on^of^c^oal^a^{nd 2}⁰⁹^l^b^s^.^of^C^O²^pe^r^M^M^B^t^u^of^c^oal
^c^ons^um^ed)^.
Financial Analysis Methodology and Key
Assumptions
This financial analysis of new power plants provides estimates of the operating
costs and required capital recovery of each generating technology through 2050.
Plant operating costs will vary from year to year depending, for example, on changes
in fuel prices and the start or end of government incentive programs. To simplify the
comparison of alternatives, these varying yearly expenses are converted to a uniform
annualized cost expressed as 2008 present value dollars.
⁸⁷ For a broader summary of S. 2191 allowance price forecasts see CRS Report RL34489,
Climate Change: Costs and Benefits of S. 2191/S. 3036, by Larry Parker and Brent D.
Yacobucci. For an example of how a different legislative approach can effect allowance
prices, see CRS Report RL34520, Climate Change: Comparison and Analysis of S. 1766
and S. 2191 (S. 3036), by Larry Parker and Brent D. Yacobucci.

Converting a series of cash flows to a financially equivalent uniform annual
payment is a two-step process. First, the cash flows for the project are converted to
a 2008 “present value.” The present value is the total cost for the analysis period,
adjusted (“discounted” using a “discount factor”) to account for the time value of
money and the risk that projected costs will not occur as expected. This lump-sum
2008 present value is then converted to an equivalent annual payment using a
uniform payments factor.⁸⁸
The capital costs for the generating technologies are also converted to
annualized payments. An investor-owned utility or independent power producer
must recover the cost of its investment and a return on the investment, accounting for
income taxes, depreciation rates, and the cost of money. These variables are
encapsulated within an annualized capital cost for a project computed using a “capital
charge rate.” The financial model used for this study computes a project-specific
capital charge rate that reflects the assumed cost of money, depreciation schedule,
book project life, financing structure (percent debt and percent equity), and
composite federal and state income tax rate. For a POU project, which is 100% debt
financed, a “capital recovery factor” reflecting each project’s cost of money is
computed and used to calculate a mortgage-type annual payment.⁸⁹
Combining the annualized capital cost with the annualized operating costs yields
the total estimated annualized cost of a project. This annualized cost is divided by
the projected yearly output of electricity to produce a cost per Mwh for each
technology. By annualizing the costs in this manner, it is possible to compare
alternatives with different year-to-year cost patterns on an apples-to-apples basis.
Inputs to the financial model include financing costs, forecasted fuel prices,
non-fuel operations and maintenance expense, the efficiency with which fossil-fueled
plants convert fuel to electricity, and typical utilization rates (see Appendix D, Table

17 through Table 20, below). Most of these inputs are taken from published sources,

such as the assumptions EIA used to produce its 2007 and 2008 long-term energy
forecasts. The power plant capital costs are estimated by CRS based on a review of
public information on recent projects. Appendixes B and C of the report displays the
data used for the capital costs estimates.

⁸⁸ For a more detailed discussion of the annualization method see, for example, Chan Park,
Fundamentals of Engineering Economics, 2004, Chapter 6; or Eugene Grant, et al.,^th
Principles of Engineering Economy, 6 Ed., 1976, Chapter 7.
⁸⁹ For additional information on capital charge rates see Hoff Stauffer, “Beware Capital
Charge Rates,” The Electricity Journal, April 2006. For additional information on the
calculation of capital recovery factors see Chan Park, Fundamentals of Engineering
Economics, 2004, Chapter 2; or Eugene Grant, et al., Principles of Engineering Economy,^th

6 Ed., 1976, Chapter 4.

Analysis of Power Project Costs
This section of the report analyzes the cost of power from the generating
technologies discussed above. Results are first presented for a Base Case analysis.
Results are then presented for four additional cases, each of which explores a key
variable that influences power plant costs. These cases are:
^!Influence of federal and state incentives.
^!Higher natural gas price.
^!Uncertainty in capital costs.
^!Carbon controls and costs.
In each case the cost of power from a natural gas-fired combined cycle plant is
used as a benchmark for evaluating the cost of power from the other generating
technologies. The gas-fired combined cycle plant is used as a benchmark because of
the dominant role it has played, and may continue to play, as the source of new
generating capacity capable of meeting baseload and intermediate demand. The
closer a generating technology comes to meeting or beating the power cost of the
combined cycle, the better its chances of competing in the market for new power
plants.
The Base Case is a starting point for comparing how different assumptions, such
as for fuel and construction costs, change estimated power costs. None of the cases
is a “most likely” estimate of future costs. Future power costs are subject to so many
variables with high degrees of uncertainty that projecting a most likely case is
impractical. The object of the analysis is provide insight into how key factors
influence the costs of power plants, including factors under congressional control
such as incentive programs.
These estimates are approximations subject to a high degree of uncertainty. The
rankings of the technologies by cost are therefore also an approximation and should
not be viewed as definitive estimates of the relative cost-competitiveness of each
option. Also note that project-specific factors would weigh into an actual
developer’s decisions, including how close a fossil plant would be to fuel sources,
local climate (for wind and solar), the need for and cost of transmission upgrades, the
developer’s appetite for risk, and the developer’s financial resources.
Case 1: Base Case
Key Observations.
^!The lowest cost generating technologies in the Base Case are
pulverized coal, geothermal, and natural gas combined cycle plants.
All have costs around $60 per Mwh (2008 dollars). Based on the
assumptions in this report, other technologies are at least a third
more expensive.
^!Of the three lowest cost technologies, geothermal plants are limited
to available sites in the West that typically support only small plants,

and coal plants have become harder to build due to cost and
environmental issues. The gas-fired combined cycle plant is
currently a technology that can be built at a large scale, for cycling
or baseload service, throughout the United States.
^!The above projections are based on private (IOU or IPP) funding of
power projects. The cost per Mwh drops precipitously if the
developer is assumed to be a POU with low-cost financing.
However, most POUs are small and do not have the financial or
managerial resources to build large power projects.
Discussion. As noted earlier in the report, power plants can be built by
investor-owned utilities (IOUs), publicly owned utilities (POUs), or independent
power producers (IPPs). The Base Case assumes that coal and nuclear plants are
constructed by IOUs because they are most likely to have the financial resources and
regulatory support to undertake these very large and expensive projects. The natural
gas combined cycle plant is assumed to be built by an IPP. IPPs often prefer to build
and operate gas-fired projects because of their relatively low capital costs. The wind,
solar, and geothermal plants are also assumed to be IPP projects. The most common
current practice is for IPPs to develop renewable projects and sell the power to
regulated utilities.
The Base Case has the following characteristics:
^!The analysis is for new projects beginning operation in 2015.
^!Estimates of fuel prices, allowance prices, and most operational
characteristics are from EIA’s Reference Case assumptions for the⁹⁰

2008 Annual Energy Outlook.

^!The 2008 overnight capital costs for each technology are estimated
by CRS from public information on recent projects (see Appendix
B).
^!The Base Case excludes “discretionary” incentives: The federal loan
guarantee program and clean coal tax credit programs, state utility
commission decisions to allow CWIP in rates, and the federal
renewable energy production tax credit, which is scheduled to expire
at the end of 2010. These incentives are excluded because they are
granted by government entities based on a case-by-case analysis of
individual projects, and/or are dependent on congressional action to
fund or extend the incentives. Accordingly, there is no certainty that
most projects will receive these incentives. For example, as of
November 2008, DOE had received requests from nuclear plant

⁹⁰ The Annual Outlook main report, assumptions report, and related information are
available on the EIA website at [http://www.eia.doe.gov/oiaf/aeo/index.html].

developers for $122 billion in loan guarantees, compared to
congressional approval of only $18.5 billion for nuclear projects.⁹¹
^!The only incentives included in the Base Case are (1) the 30%
investment tax credit for solar and geothermal energy systems,
which has been extended to 2017 and is automatically available to
any qualifying facility; and (2) the nuclear production tax credit,
which is available to any qualifying facility. As discussed above, the
assumed value of the nuclear credit is 1.35 cents per kWh.
^!The Base Case includes no carbon emission controls or costs.
Given these assumptions, Table 4 presents the resulting annualized cost of
power per Mwh for each technology.

⁹¹ George Lobsenz, “Nuke Overload: Utilities Seeking $122 Billion in DOE Loan
Guarantees,” The Energy Daily, October 3, 2008.

CRS-39
Table 4. Estimated Base Case Results
(2008 $)
Total
Non-FuelSO² and NOxCO² Allow.Prod. TaxOperatingCapitalTotal Annualized
TechnologyDeveloper TypeO&M CostFuel CostAllowance CostCostCreditCostsReturn$/Mwh
(1) (2) (3) (4) (5) (6) (7) (8) (9) (10)
erizedIOU$5.57 $11.13 $0.61 $0.00 $0.00 $17.31 $45.79 $63.10
GCCIOU$5.46 $10.41 $0.10 $0.00 $0.00 $15.97 $67.02 $82.99
bined CycleIPP$2.57 $30.57 $0.14 $0.00 $0.00 $33.27 $28.50 $61.77
IOU$6.13 $5.29 $0.00 $0.00 ($3.18)$8.23 $74.99 $83.22
ⁱ^{ki/CRS-RL34746}IPP$6.67 $0.00 $0.00 $0.00 $0.00 $6.67 $74.07 $80.74
^g/walIPP$13.69 $0.00 $0.00 $0.00 $0.00 $13.69 $45.54 $59.23
^s^.or
^le^akhermalIPP$13.71 $0.00 $0.00 $0.00 $0.00 $13.71 $86.61$100.32
^://wikioltaicIPP$4.17 $0.00 $0.00 $0.00 $0.00 $4.17 $251.24$255.41
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^P^r^oj^ection^s^{are s}^u^bj^{ect to a h}ⁱ^g^h^deg^r^{ee of}^uⁿ^certain^ty^{. T}^h^es^e^r^e^su^lts^sh^o^u^ld^b^eⁱⁿ^ter^p^r^e^ted^{as in}^dⁱ^cativ^{e g}ⁱ^v^eⁿ^th^{e p}^r^o^j^ecti^oⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^{as d}^e^fⁱⁿ^itiv^{e estim}^{ates o}^f
^r^e^o^u^tco^m^{es. Mw}^h^{= m}^e^g^a^w^a^tt-^h^o^u^r^{; I}^G^{CC = in}^teg^r^ated^g^a^sifⁱ^catioⁿ^co^m^bⁱⁿ^ed^cy^{cle; NG = n}^a^tu^r^a^{l g}^a^{s; CCS =}^c^a^r^b^oⁿ^cap^tu^r^e^an^d^seq^u^estr^atioⁿ^;^SO²^{= s}^u^l^f^u^r^di^oxⁱ^d^e;^N^O^x⁼
^g^en^o^x^id^{es; O&}^{M = o}^p^e^r^a^tioⁿ^s^an^d^m^aⁱⁿ^ten^aⁿ^{ce; I}^P^P^{= in}^d^e^p^eⁿ^d^en^{t p}^o^w^er^p^r^o^d^u^cer^{; I}^{OU = in}^v^e^sto^r^o^wⁿ^e^d^u^tility^.

Under the Base Case assumptions, the lowest-cost options are pulverized coal,
natural gas combined cycle, and geothermal generation, all in the $60 per Mwh (2008
dollars) range (column 10). These results are attributable to the following factors:
^!Pulverized coal is a mature technology that relies on a relatively low
cost fuel.
^!Natural gas is an expensive fuel, but combined cycle technology is
highly efficient and has a low construction cost.
^!Geothermal energy has no fuel cost and unlike variable renewable
technologies, such as wind and solar, can operate at very high
utilization rates (high utilization allows the plant to spread fixed
operating costs and capital recovery charges over many megawatt-
hours of sales).
Although all three technologies have similar power costs, the coal and
geothermal technologies have limitations and risks that the natural gas combined
cycle does not face. Geothermal plants are limited to relatively small facilities (about
50 MW) at western sites. As discussed above, many coal projects have been
canceled due to environmental opposition and escalating construction costs. In
contrast, the gas-fired combined cycle plant has limited environmental impacts, can
be located wherever a gas pipeline with sufficient capacity is available, and plants
can be built with generating capacities in the hundreds of megawatts. Probably the
main risk factor for a combined cycle plant is uncertainty over the long term price
and supply of natural gas.
In the Base Case, wind power, IGCC coal, and nuclear energy have costs in the
$80 per Mwh range. IGCC and nuclear plants are very expensive to build, with
estimated overnight capital costs of, respectively, $3,359 and $3,682 per kW of
capacity (2008 dollars; see Table 18). Because the plants are expensive and take
years to construct (an estimated four years for an IGCC plant and six years for a
nuclear plant) these technologies also incur large charges for interest during
construction that must be recovered in power costs.
Wind has a relatively high cost per Mwh because wind projects have high
capital costs ($2,100 per kW of capacity) and are assumed to operate with a capacity
factor of only 34%. The low capacity factor means that the plant is the equivalent of
idle two-thirds of the year. Consequently, the capital costs for the plant must be
recovered over a relatively small number of units of electricity production, driving
up the cost per Mwh. High capital costs and low rates of utilization also drive up the
costs of the solar thermal and solar PV plants to, respectively, $100 per Mwh and
$255 per Mwh.
Comparison to a Benchmark Price of Electricity. Another way of
viewing the results is to compare each technology’s costs to a benchmark cost of
electricity. As discussed above, the benchmark used is the cost of power from a
natural gas combined cycle plant.

Column 3 of Table 5 shows the difference between the Base Case power cost
for each technology and the Base Case cost of power from the gas-fired combined
cycle. Geothermal energy and pulverized coal are the only technologies that have
power costs similar to the natural gas combined cycle plant. Nuclear, wind, and coal
IGCC power are projected to have costs 31% to 35% higher, and solar thermal has
a projected power cost 62% higher. Solar photovoltaic is over 300% higher.
Table 5. Benchmark Comparison to Natural Gas Combined
Cycle Plant Power Costs: Base Case Values
Difference in the
Power Cost
Compared to the
DeveloperCombined Cycle
Technol ogy Type P l ant
(1)(2)(3)
Geothermal IPP -4%
Coal: PulverizedIOU2%
WindIPP31%
Coal: IGCCIOU34%
NuclearIOU35%
Solar: ThermalIPP62%
Solar: PhotovoltaicIPP313%
^So^urce^{: C}^R^S^es^tim^ates^.
^No^te:^Aⁿ^e^g^a^tiv^{e n}^u^m^{ber in}^dicates^th^{at th}^{e tech}ⁿ^o^log^y^ha^s^a^pow^{er cos}^t
^low^e^{r th}^an^th^{at of}^th^{e com}^bⁱⁿ^{ed cy}^cl^{e. P}^r^oj^ection^s^{are s}^u^bj^{ect to a h}ⁱ^g^h
^d^e^g^r^{ee o}^f^uⁿ^cer^tain^ty^{. T}^h^ese^r^e^su^lts^sh^o^u^ld^b^eⁱⁿ^ter^p^r^e^ted^{as in}^dⁱ^cativ^{e g}ⁱ^v^eⁿ
^th^{e p}^r^o^j^e^c^tioⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^{as d}^e^fⁱⁿ^itiv^{e estim}^{ates o}^f^f^u^tu^r^e
^ou^tcom^es^{. IGC}^C^{= in}^teg^r^{ated g}^a^sⁱ^fⁱ^cation^com^bⁱⁿ^{ed cy}^cle;^I^P^P⁼
ⁱⁿ^d^e^p^eⁿ^d^en^{t p}^o^w^er^p^r^o^d^u^cer^{; I}^{OU = in}^v^e^sto^r^o^wⁿ^e^d^u^tility^.
Effect of Financing Costs. The cost of money can have a significant impact
on the cost of power. As discussed earlier, POUs have access to lower cost financing
than IOUs or IPPs. The significance of lower cost financing is illustrated in Table

6, which compares the cost of power assuming IOU and IPP financing (column 3)

with the cost of power assuming POU financing (column 4). Excluding for the
moment the solar technologies, the reduction in the cost of power ranges from 14%
for the combined cycle plant (the least capital-intensive option, which makes it least
sensitive to financing costs) to 37% for the capital-intensive IGCC and nuclear plants

(column 5). The low cost of public financing helps explain why many capital
intensive coal and nuclear projects have POU co-owners.⁹²
Table 6. Effect of Public Power Financing on Base Case Results
(2008 $)
^Annua^lized
^Cos^t^{Per M}^w^h
^Annua^lized^Assumⁱ^ng^P^O^U^Percent
^Techno^lo^g^y^Dev^e^lo^per^Cos^t^{per M}^w^h^Dev^e^lo^per^Difference
⁽¹⁾⁽²⁾⁽³⁾⁽⁴⁾⁽⁵⁾
^C^o^al^:^Pu^l^v^eri^zed^IO^U^$63.10^$43.97^-^30%
^C^o^al^:^IG^C^C^IO^U^$82.99^$52.44^-^37%
^N^G^:^C^o^m^bⁱⁿ^{ed C}^y^cl^e^I^PP^$61.77^$53.35^-^14%
^N^u^cl^ear^IO^U^$83.22^$52.25^-^37%
^Wiⁿ^d^IPP^$80.74^$54.41^-^33%
^G^e^ot^h^e^rm^al^IPP^$59.23^$47.40^-^20%
^S^o^l^a^r:^T^h^erm^a^l^I^PP^$100.32^$89.24^-^11%
^S^o^l^a^r:^Ph^ot^ov^ol^t^aⁱ^c^IPP^$255.41^$219.02^-^14%
^So^urce^{: C}^R^S^es^tim^ates^.
^No^te:^P^r^oj^ection^s^{are s}^u^bj^{ect to a h}ⁱ^g^h^deg^r^{ee of}^uⁿ^certain^ty^.^T^h^es^e^res^u^lts^s^h^ou^ld^{be in}^{terpreted as}
ⁱⁿ^dⁱ^cativ^e^gⁱ^v^eⁿ^th^{e p}^r^o^j^ectioⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^{as d}^e^fⁱⁿ^itiv^{e estim}^{ates o}^f^f^u^tu^r^e^o^u^tco^m^es.
^I^G^{CC =}ⁱⁿ^t^e^gr^a^t^e^d^ga^si^fⁱ^c^a^tⁱ^oⁿ^c^o^m^bⁱⁿ^e^d^c^y^c^l^e^;^N^G⁼^na^t^u^r^a^l^ga^s;^M^w^{h =}^m^e^ga^w^a^t^t^-^ho^ur^;^I^P^P⁼
ⁱⁿ^d^e^p^eⁿ^d^en^{t p}^o^w^er^p^r^o^d^u^cer^{; I}^{OU = in}^v^e^sto^r^o^wⁿ^e^d^u^tility^{; P}^{OU = p}^u^b^licly^o^wⁿ^e^d^u^tility^.
The reduction in cost by using public financing is only 11% for the solar thermal
plant and 14% for the solar photovoltaic plant. The reductions are small because
when the plants are publicly financed they lose the 30% renewable energy investment
tax credit (POUs do not pay taxes and so cannot take advantage of any tax-based

⁹² Recent coal projects with public power participation include Prairie State (Illinois),
Spruce 2 (Texas), Spurlock 4 (Kentucky), Dallman 4 (Illinois), Smith CFB (Kentucky),
Sutherland 4 (Iowa), Pee Dee (South Carolina), Cross 3 and 4 (South Carolina), Whelan 2
(Nebraska), Hugo 2 (Oklahoma), Southwest 2 (Missouri), Dry Fork (Wyoming), Nebraska
City 2 (Nebraska), Weston 4 (Wisconsin), Big Stone II (South Dakota), Plum Point
(Arkansas), Turk (Arkansas), American Municipal Power Generating Station (Ohio), and
Holcomb 2&3 (Kansas). Proposed new nuclear projects with POU involvement include
Summer 2 and 3 (South Carolina), Vogtle 3 and 4 (Georgia), North Anna 3 (Virginia),
Bellefonte 3 and 4 (Alabama), Calvert Cliffs 3 (Maryland), and South Texas 3 and 4
(Texas). Some of the coal projects and all of the nuclear projects other than Bellefonte have
IOU or IPP co-owners. The POU participant in the Calvert Cliffs 3 project is EDF, a French
government-owned utility.

incentives). The loss of the tax credit largely negates the benefit of lower cost POU
financing for solar projects.
Case 2: Influence of Federal and State Incentives
Key Observations.
^!Government financial incentives can make high-cost technologies
into low-cost options. The incentive with the greatest impact is the
federal loan guarantee, which reduces the cost of financing capital-
intensive technologies. With a loan guarantee the cost of nuclear
power flips from a high-cost option ($83.22 per Mwh) to one of the
low cost ($63.73 per Mwh).
^!Even when competing technologies have the advantage of the
discretionary government incentives, no technology currently has a
significant cost advantage over the natural gas combined cycle.
Discussion. The Base Case includes only non-discretionary incentives: The
renewable energy investment tax credit and the nuclear production tax credit. This
analysis includes the following discretionary incentives:
^!Federal loan guarantees for nuclear power.
^!A clean coal tax credit for the IGCC plant.
^!A production tax credit for wind (assumes continuation of the terms
and conditions of the current production tax credit).
^!Return on construction work in progress (CWIP) in rates for IOUs.
Table 7 shows the effect of the discretionary incentives compared to the Base
Case. The additional incentives have the greatest effect on nuclear power. The
annualized cost of nuclear generation drops by 23% (column 7), from one of the
highest to one of the lowest costs. The most important driver for the nuclear plant
is the federal loan guarantee, which allows a developer to fund a project with 80%
debt at a much reduced interest rate. The loan guarantee alone cuts the cost of
nuclear power by 20% ($15.44 per Mwh).

CRS-44
Table 7. Power Costs with Additional Government Incentives
(2008 $)
GovernmentAnnualized CostAdditionalAnnualized Cost Per
Incentives in theper Mwh inGovernmentMwh With Additional
TechnologyDeveloperBase CaseBase CaseIncentivesIncentivesPercent Difference
(1) (2) (3) (4) (5) (6) (7)
Coal: PulverizedIOUNone$63.10CWIP in rates.$60.02-5%
Coal: IGCCIOUNone$82.99ITC; CWIP in rates.$73.28-12%
bined CycleIPPNone$61.77None$61.770%
ⁱ^{ki/CRS-RL34746}NuclearIOUPTC$83.22Loan guarantee;CWIP in rates.$63.73-23%
^g/w
^s^.orWind IPP None $80.74 PT C $72.79 -10%
^le^ak
GeothermalIPPITC$59.23 None$59.230%
^://wikiSolar: ThermalIPPITC$100.32 None$100.32 0%
^h^ttp
oltaicIPPITC$255.41 None$255.41 0%
^{: C}^R^{S es}^tim^ates^.
^{: P}^r^oj^ection^s^{are s}^u^bj^{ect to a h}ⁱ^g^h^deg^r^ee^of^uⁿ^certain^ty^.^T^h^es^e^r^e^su^lts^sh^o^u^ld^b^eⁱⁿ^ter^p^r^e^ted^{as in}^dⁱ^cativ^{e g}ⁱ^v^eⁿ^th^{e p}^r^o^j^ect^ioⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^{as d}^e^fⁱⁿ^itiv^{e estim}^{ates o}^f
^r^e^o^u^t^c^o^m^e^s^.^I^G^{CC =}ⁱⁿ^t^e^gr^a^t^e^d^ga^si^fi^c^a^tⁱ^o^{n c}^o^m^bⁱⁿ^e^d^c^y^c^l^e^;^N^G⁼^na^t^u^r^a^l^ga^s;^M^w^h⁼^m^e^ga^w^a^t^t^-^ho^ur^;^I^O^U⁼ⁱ^nve^st^o^r^o^w^ne^d^ut^ility^{; I}^P^P^{= in}^d^e^p^eⁿ^d^en^{t p}^o^w^er^p^r^o^d^u^cer^{; P}^O^U
^b^licly^o^wⁿ^e^d^u^tility^{; P}^T^{C = p}^r^o^d^u^ctioⁿ^tax^cr^ed^{it; CW}^I^P^{= co}ⁿ^s^tr^u^c^tioⁿ^w^o^r^kⁱⁿ^p^r^o^g^r^e^{ss; I}^T^{C = in}^v^e^stm^eⁿ^t^tax^cr^ed^it.

The renewable production tax credit reduces the cost of wind power by 10%.
Geothermal and combined cycle plants (with no additional incentives) and coal (with
a 5% reduction in cost due to CWIP in rates) remain low-cost options.
Table 8 compares the combined cycle benchmark cost of power (column 3) to
the cost of power with discretionary incentives (column 4). The table is limited to
the technologies that receive the additional incentives: Pulverized coal (CWIP in
rates), IGCC coal (CWIP and an investment tax credit), wind (production tax credit),
and nuclear (loan guarantee and CWIP). With discretionary incentives, nuclear
power swings from a 35% higher cost than the combined cycle to only a 3%
difference (comparing columns 3 and 4). The cost advantage of the combined cycle
over wind and IGCC coal drops from more than 30% to just under 20%. The cost of
power from pulverized coal remains similar to that of the combined cycle.
Table 8. Benchmark Comparison to Combined Cycle Power
Costs: Additional Government Incentives
Difference in Power Cost from Combined
Cycle
Developer
TechnologyTypeBase CaseAdditional Incentives
(1)(2)(3)(4)
Coal: PulverizedIOU2%-3%
WindIPP31%18%
Coal: IGCCIOU34%19%
NuclearIOU35%3%
^So^urce^{: C}^R^S^es^tim^ates^.
^No^te:^T^h^{e tab}^l^{e o}ⁿ^lyⁱⁿ^clu^d^{es th}^{e f}^o^u^r^techⁿ^o^lo^gⁱ^es^th^{at receiv}^e^ad^d^itioⁿ^a^{l in}^cen^tiv^{es (see T}^a^b^l^e⁷⁾^.
^Aⁿ^e^g^a^ti^ve^num^b^e^rⁱⁿ^dⁱ^cates^th^{at th}^{e tech}ⁿ^o^log^y^h^a^s^{a pow}^{er cos}^t^low^e^{r th}^an^th^{at of}^th^{e com}^bⁱⁿ^ed
^cy^{cle. P}^r^oj^ection^s^{are s}^u^bj^{ect to}^a^hⁱ^g^h^deg^r^ee^of^uⁿ^certain^ty^{. T}^h^es^{e res}^u^lts^s^h^ou^{ld be in}^{terpreted as}
ⁱⁿ^dⁱ^cativ^{e g}ⁱ^v^eⁿ^th^{e p}^r^o^j^ectioⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^{as d}^e^fⁱⁿ^itiv^e^e^s^tⁱ^m^a^t^e^s^o^f^f^u^tu^r^e^o^u^tco^m^es.
^I^{OU = in}^v^e^sto^r^o^wⁿ^e^d^u^tility^{; I}^P^P^{= in}^d^e^p^eⁿ^d^en^{t p}^o^w^er^p^r^o^d^u^cer^.
Case 3: Higher Natural Gas Prices
Key Observations.
^!If the price of natural gas is assumed to be 50% higher than in the
Base Case, geothermal and pulverized coal power are clearly less
costly than the combined cycle. However, the use of the geothermal
power is limited to available sites in the western United States, and
pulverized coal by construction cost and environmental issues.

^!In the higher gas price case, the cost of power from the natural gas
combined cycle plant converges with wind, nuclear, and IGCC coal.
The combined cycle plant no longer has a clear economic advantage
over these technologies, but neither is it at a great disadvantage.
Discussion. The economics of natural gas-fired generation pivot on fuel
prices. For the base assumptions used in this study, fuel constitutes half of the total
cost of power from a new combined cycle power plant, compared to 18% for a coal
plant and 6% for a nuclear plant. In addition to being critical to the cost of gas-fired
power, natural gas prices are also one of the most uncertain elements in this analysis.
As discussed earlier in this report, natural gas prices have been exceptionally difficult
to forecast. If the United States becomes more dependent in the future on imports of
liquefied natural gas, the domestic and international natural gas markets will be
increasingly linked, adding an additional element of uncertainty to the natural gas⁹³
price outlook.
Underestimates of natural gas prices were pervasive among government and
private forecasters in the 1990s and contributed to over-investment in gas-fired⁹⁴
generating capacity. If future gas prices are higher than assumed in this report’s
Base Case, the economics of gas-fired generation could change substantially. The
gas market has historically been volatile. Gas prices increased more than 200% from
the early 1990s through 2007, and annual increases sometimes exceeded 50%
(Figure 7).

⁹³ EIA, Annual Energy Outlook 2008, p. 75.
⁹⁴ Rebecca Smith, “Utilities Question Natural-Gas Forecasting — Cheap and Plentiful Was
Outlook a Few Years Ago; Price Is Double Prediction,” The Wall Street Journal, December

27, 2004.

Figure 7. Natural Gas Price Trends (Henry Hub Spot
Price)

³⁵⁰^%
³⁰⁰^%
²⁵⁰^%
²⁰⁰^%
¹⁵⁰^%
¹⁰⁰^%
⁵⁰^%
^0%
^-5⁰^%
⁴⁹⁵⁶⁷⁹⁹⁸⁹⁹⁰⁰⁰⁰¹²⁰⁰³⁰⁴⁰⁵⁰⁶⁰⁷
¹⁹⁹³¹⁹⁹¹⁹¹⁹⁹¹⁹⁹¹¹⁹²²⁰²⁰⁰²²⁰²⁰²⁰²⁰
^Ye^a^r^-^O^v^e^r^-^Y^e^ar^%^C^han^ge^Cu^m^u^la^tⁱ^v^e^%^Ch^aⁿ^g^e
^S^o^ur^c^e^:^S^t^.^Lo^ui^s^F^e^d^e^ra^l^R^e^s^e^r^v^e^B^ank^F^R^E^D^dat^ab^a^s^e.
Figure 8 illustrates the Base Case gas price projection and an alternative that
ramps up to a level 50% higher than in the Base Case. In the Base Case the
annualized cost of power from a natural gas combined cycle plant is $61.77 per
Mwh. With a 50% higher gas price, the combined cycle power cost is $77.05 per
Mwh. At this power cost the combined cycle is substantially more costly than
pulverized coal or geothermal power, and has a clear economic advantage only over
the solar technologies (Table 9, column 4). On the other hand, even with this much
higher fuel price projection, the cost of power from the combined cycle is still
comparable to that of wind, nuclear, and IGCC coal generation; and while pulverized
coal and geothermal power have lower costs, as discussed above the former is
increasingly hard to build for cost and environmental reasons, and the latter is limited
to small plants at western sites. Therefore, even with a 50% increase in fuel prices,
the gas-fired combined cycle is still a competitive option for new generating capacity.

Figure 8. Projection of Natural Gas Prices to Electric Power
Plants, 2006 $ per MMBtu

^$1⁸
^$1⁶
^$1⁴^$
^$1²²⁰⁰⁶
^,
^$1⁰^B^t^u
^$8^M
^$6^e^r^M
^$4^{$ p}
^$2
^$-
¹⁵¹⁸¹⁰²⁴²⁷⁰³⁰³³³⁹⁴²⁵⁴⁸
²⁰²⁰²⁰²²²⁰²²⁰²⁰³⁶²⁰²⁰²⁰⁴²⁰
^B^a^s^e^Ca^s^e⁽^E^I^A^Ref^e^r^eⁿ^c^{e C}^a^s^e⁾^{50% H}ⁱ^ghe^r^F^o^r^e^c^a^s^t
Table 9. Benchmark Comparison to Natural Gas Combined
Cycle Plant Power Costs: 50% Higher Gas Price
Difference in Power Cost from Combined Cycle
Plant
Developer50% Higher Natural Gas
TechnologyTypeBase CasePrice
(1)(2)(3)(4)
Geothermal IPP -4% -22%
Coal: PulverizedIOU2%-18%
WindIPP31%5%
Coal: IGCCIOU34%8%
NuclearIOU35%8%
Solar: ThermalIPP104%30%
Solar: PhotovoltaicIPP432%231%
^Source:^C^R^{S es}^tim^ates^.
^No^te:^Aⁿ^e^g^a^tiv^{e n}^u^m^{ber in}^dicates^tha^t^th^{e tech}ⁿ^o^log^y^h^a^s^{a pow}^{er cos}^t^low^e^{r th}^an^th^{at of}^th^e
^com^bⁱⁿ^{ed cy}^{cle. P}^r^oj^ection^s^{are s}^u^bj^{ect to a hi}^g^h^d^e^g^r^e^e^o^f^uⁿ^cer^tain^ty^{. T}^h^{ese r}^e^su^{lts sh}^o^u^ld^b^e
ⁱⁿ^ter^p^r^e^ted^{as in}^dⁱ^cativ^{e g}ⁱ^v^eⁿ^th^{e p}^r^o^j^ectioⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^as^d^e^fⁱⁿ^itiv^e^estim^{ates o}^f^f^u^tu^r^e
^o^u^tco^m^{es. I}^G^{CC = in}^teg^r^ated^g^a^sifⁱ^catioⁿ^co^m^bⁱⁿ^ed^cy^{cle; I}^{OU = in}^v^e^sto^r^o^wⁿ^e^d^u^tility^{; I}^P^P⁼
ⁱⁿ^depen^d^en^t^pow^{er produ}^cer.

Another perspective is to determine the increase in the Base Case natural gas
price projection required for the cost of power from the natural gas combined cycle
plant to equal the cost of power from an alternative technology. This is illustrated
in Table 10. The table shows that the price of gas would have to be between 62% to
69% higher than in the Base Case for the cost of power from a combined cycle to
equal the projected cost of electricity from nuclear, wind, or coal IGCC technologies
(column 3). Natural gas prices would have to increase by about 125% to 635% for
the cost of combined cycle power to match solar thermal or solar photovoltaic
electricity costs.
Table 10. Change in the Base Case Gas Price Needed to
Equalize the Cost of Combined Cycle Power with Other
Technologies
Change in the Base Case Price of
Natural Gas Needed to Equalize the
DeveloperCost of Combined Cycle Power with
TechnologyTypeOther Technologies
(1)(2)(3)
Coal: PulverizedIOU5%
Coal: IGCCIOU69%
NuclearIOU69%
WindIPP62%
Geothermal IPP -8%
Solar: ThermalIPP125%
Solar: PhotovoltaicIPP635%
^So^urce^{: C}^R^S^es^tim^ates^.
^No^te^{: P}^r^o^j^ectioⁿ^s^ar^{e su}^b^j^{ect to}^{a h}ⁱ^g^h^d^e^g^r^{ee o}^f^uⁿ^cer^tain^ty^{. T}^h^{ese r}^e^su^{lts sh}^o^u^ld^b^eⁱⁿ^ter^p^r^e^ted^as
ⁱⁿ^dⁱ^cativ^{e g}ⁱ^v^eⁿ^t^h^e^p^r^o^j^ectioⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^{as d}^e^fⁱⁿ^itiv^{e estim}^{ates o}^f^f^u^tu^r^e^o^u^tco^m^es.
^I^G^C^C⁼ⁱⁿ^t^e^g^r^ated^g^a^sifⁱ^catioⁿ^co^m^bⁱⁿ^ed^cy^{cle; I}^{OU = in}^v^e^sto^r^o^wⁿ^e^d^u^tility^{; I}^P^P^{= in}^d^e^p^eⁿ^d^eⁿ^t
^pow^{er produ}^cer.
Case 4: Uncertainty in Capital Costs
Key Observations.
^!Because of its low capital costs and assumed high utilization rate,
the power cost of the gas-fired combined cycle plant is about half as
sensitive to changes in capital costs as the other technologies.
^!The implication is that if power plant capital costs continue to
increase rapidly, the competitive position of the combined cycle will
improve compared to all other technologies.

^!If capital costs decline, the competitive position of the other
technologies will substantially improve versus the combined cycle.
However, even assuming a 25% drop in capital costs compared to
the Base Case, the combined cycle is still competitive with all other
technologies.
Discussion. As noted above, the cost of building power plants has recently
increased dramatically. Whether costs will continue to increase, remain steady in real
dollar terms, or decline is unknown. Table 11 illustrates the effect on the cost of
power of assuming a uniform 25% increase or decrease in capital costs for all
technologies compared to the Base Case. Power costs change by about +/-20% for
each technology except for the gas-fired combined cycle plant (+/-12%; see column
3). This is because the combined cycle has a relatively low capital cost and a high
capacity factor.
Table 11. Effect of Higher and Lower Capital Costs on the Cost
of Power
Change in Cost of Power for a
25% Increase or Decrease in
TechnologyDeveloperCapital Costs
(1)(2)(3)
Coal: PulverizedIOU+/-18%
Coal: IGCCIOU+/-20%
NG: Combined CycleIPP+/-12%
Nuclear IOU +/-23%
WindIPP+/-23%
Geothermal IPP +/-19%
Solar: ThermalIPP+/-22%
Solar: PhotovoltaicIPP+/-25%
^Source:^C^R^S^es^tim^ates^.
^No^tes^{: P}^r^o^j^ectioⁿ^s^ar^{e su}^b^j^{ect to}^{a h}ⁱ^g^h^d^e^g^r^{ee o}^f^uⁿ^cer^tain^ty^{. T}^h^{ese r}^e^su^{lts sh}^o^u^ld^b^eⁱⁿ^ter^p^r^e^ted^as
ⁱⁿ^dⁱ^cativ^{e g}ⁱ^v^eⁿ^th^{e p}^r^o^j^ectioⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^{as d}^e^fⁱⁿ^itiv^{e estim}^{ates o}^f^f^u^t^u^r^e^o^u^t^c^o^m^es.
^I^G^{CC =}ⁱⁿ^teg^r^ated^g^a^sifⁱ^catioⁿ^co^m^bⁱⁿ^ed^cy^cle;^{NG = n}^a^tu^r^a^{l g}^a^{s; I}^{OU = in}^v^e^sto^r^o^wⁿ^e^d^u^tility^{; I}^P^P
^{= i}ⁿ^depen^d^en^t^pow^{er produ}^cer.
Table 11 shows that the power cost of the combined cycle is about half as
sensitive to changes in capital costs as the other generating technologies. The
implication is that continued rapid escalation in the cost of building power plants will
favor the economics of combined cycles. This is illustrated by Table 12. In the Base
Case (Column 3), the power costs of wind, nuclear, and IGCC coal are about a third
higher than the combined cycle. In the high capital cost case (Column 4) the
difference widens to almost 50%. On the other hand, decreases in capital costs,
whether the result of market forces or government incentives, would reduce the cost

of power from the other technologies about twice as much as for the combined cycle.
This is illustrated by the low capital cost case (Column 5), in which all the non-solar
technologies are within 21% or less of the generating cost of the combined cycle.
Table 12. Benchmark Comparison to Combined Cycle Power
Costs: Higher and Lower Capital Costs
Difference from the Power Cost of the
Combined Cycle
Developer25% Higher25% Lower
TechnologyTypeBase CaseCapital CostsCapital Costs
(1)(2)(3)(4) (5)
Geothermal IPP -4% 3% -12%
Coal: PulverizedIOU2%8%-5%
Nuclear IOU 35% 48% 18%
Wind IPP 31% 44% 14%
Coal: IGCCIOU34%45%21%
Solar: ThermalIPP62%77%44%
Solar: PhotovoltaicIPP313%362%252%
^So^urce^{: C}^R^S^es^tim^ates
^No^te:^Aⁿ^e^g^a^tiv^{e n}^u^m^b^e^rⁱⁿ^dⁱ^c^a^{tes th}^{at th}^{e tech}ⁿ^o^lo^g^y^h^a^{s a p}^o^w^er^co^{st lo}^w^e^r^th^an^th^{at o}^f^th^e
^com^bⁱⁿ^{ed cy}^{cle. P}^r^oj^ection^s^{are s}^u^b^j^e^c^t^t^o^{a h}ⁱ^g^h^deg^r^{ee of}^uⁿ^certain^ty^{. T}^h^es^{e res}^u^lts^s^h^ou^{ld be}
ⁱⁿ^ter^p^r^e^ted^{as in}^dⁱ^cativ^{e g}ⁱ^v^eⁿ^th^{e p}^r^o^j^ectioⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^as^d^e^fⁱⁿ^itiv^{e estim}^{ates o}^f^f^u^tu^r^e
^o^u^tco^m^{es. I}^G^{CC = in}^teg^r^a^t^e^d^g^a^sⁱ^fⁱ^c^a^tioⁿ^co^m^bⁱⁿ^ed^cy^{cle; I}^{OU = in}^v^e^sto^r^o^wⁿ^e^d^u^tility^{; I}^P^P⁼
ⁱⁿ^depen^d^en^t^pow^{er produ}^cer.^.
Case 5: Carbon Controls and Costs
Key Observations.
^!The estimates of carbon-related allowance costs and control
technology costs used in this analysis are subject to an exceptional
degree of uncertainty, including whether Congress will actually pass
carbon control legislation. The results of this analysis are therefore
equally uncertain.
^!With the carbon control assumptions used in this analysis, coal-fired
generation is expensive, ranging from about $100 to almost $120 per
Mwh. The least expensive options include zero-carbon emission
technologies: Geothermal ($59.23 per Mwh), nuclear ($83.22) and
wind ($80.74).

^!The natural gas combined cycle plant without carbon capture is
competitive with the other options, even with allowance costs, at
$77.21 per Mwh.
^!If the cost and efficiency penalties of carbon capture technologies
are assumed to drop by 50%, the gas-fired combined cycle plant with
capture has an electricity cost comparable to wind and nuclear
power. However, a coal plant with capture is still more expensive
than wind or nuclear power.
Discussion. Carbon control legislation is under consideration by the
Congress, but there has been no agreement on the structure of a control regime or a
timetable for implementation. No power plants have been built with full scale carbon
capture equipment. The costs of CO² allowances and control systems are therefore
very uncertain. Actual costs will depend on the content of final legislation (if any),
the development of allowance markets in the United States and abroad, and the
evolution of control technologies.
The carbon capture power cost analysis for this study is based on the following
assumptions:
^!Power plant cost and performance with carbon controls assume
current (petrochemical industry based) technology capable of
removing 90% of the CO². As discussed above, the cost of carbon
capture for power plants using petrochemical industry derived
technology will be very high. Table 13 provides estimates of how
the capital costs and heat rates of coal and gas plants increase with
the addition of carbon controls based on current technology. Capital
costs increase by 42% to 97% (column 4), and heat rates increase by
21% to 27% (column 7) resulting in a decline in efficiency. Newer
technologies may be less costly and more efficient, but these are still
in development.

Table 13. Effect of Current Technology Carbon Controls on
Power Plant Capital Cost and Efficiency
(2008 $)
Capital Cost for a PlantHeat Rate for a Plant
Entering Service in 2015Entering Service in 2015
(2008$/kW) (btus/kWh)
WithWith
Base Car bon P ercent Base Car bon P e rcent
Technol ogy Cas e Cont r o l s Change Cas e Cont r o l s Change
(1) (2) (3) (4) (5) (6) (7)
Coal Technologies
Coal: Pulverized$2,485$3,93558%9,11811,57927%
Coal: IGCC$3,359$4,77442%8,52810,33421%
Natural Gas Technologies
NG: Combined Cycle$1,186$2,34297%6,6478,33225%
^So^urce^:^T^a^bl^{e 18.}
^No^te:^A^hⁱ^g^h^e^{r h}^{eat equ}^a^tes^{to les}^s^ef^fⁱ^cien^{t, an}^{d th}^er^ef^o^r^e^m^o^r^e^co^stly^o^p^e^r^a^tioⁿ^.^I^G^{CC = in}^teg^r^ated
^g^a^sifⁱ^catioⁿ^co^m^bⁱⁿ^ed^cy^{cle; NG =}ⁿ^a^tu^r^a^l^g^a^s;^k^W^=k^ilo^w^a^tt;^k^W^h^{= k}^ilo^w^a^tt-^h^o^u^r^{. P}^r^o^j^ectioⁿ^s^ar^e
^su^b^j^{ect to}^{a h}ⁱ^g^h^d^e^g^r^{ee o}^f^uⁿ^cer^tain^ty^.^T^h^e^s^e^r^e^su^{lts sh}^o^u^ld^b^eⁱⁿ^ter^p^r^e^ted^{as in}^dⁱ^cativ^{e g}ⁱ^v^eⁿ^th^e
^p^r^o^j^ectioⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^{as d}^e^fⁱⁿ^itiv^{e estim}^{ates o}^f^f^u^tu^r^e^o^u^tco^m^es.
^!The CO² allowance price projection is adapted from the EIA “core”
case forecast from its analysis of S. 2191.⁹⁵ Allowance costs begin
in 2012 at $17.70 per metric ton of CO² (2008 dollars); increase by
2020 and 2030 to, respectively, $31.34 and $63.99; and reach
$266.80 by 2050 (see Table 20 in Appendix D). All allowances
must be purchased (i.e., there is no free distribution of allowances to
power plants).
^!Fuel prices are the same prices used in the Base Case (see Table 20
in Appendix D).
^!As in the Base Case, the only financial incentives included are the
nuclear production tax credit and the investment tax credit for solar
and geothermal plants.

⁹⁵ EIA, Energy Market and Economic Impacts of S. 2191, the Lieberman-Warner Climate
Security Act of 2007, April 2008. The report and output spreadsheets are available at the
EIA website at [http://www.eia.doe.gov/oiaf/servicerpt/s2191/index.html]. Note that the
carbon case in this report does not include other aspects of S. 2191 that would affect
compliance costs, including a free allowance allocation and carbon control bonus allocations
of allowances.

^!From a financing standpoint, units with carbon controls are assumed
to be high risk projects that incur financing costs equivalent to below
investment grade interest rates. This assumption is made because
units coming on-line in 2015, as assumed for this study, would be
part of the first wave of power plants with carbon controls.
Table 14, below, shows estimates of the levelized cost of power for a carbon
capture case.

CRS-55
Table 14. Estimated Annualized Cost of Power with Carbon Controls
(2008 $)
SO² and NOxCO²Prod.TotalTotal
Developer Non- F u e l Fuel Allow ance Allow . Tax Operating Capi t a l Annualized
TechnologyTypeO&M CostCostCostCostCreditCostsReturn$/Mwh
(1) (2) (3) (4) (5) (6) (7) (8) (9) (10)
erizedIOU$5.57 $11.13 $0.61 $33.80 $0.00 $51.11 $49.58 $100.69
erized/CCSIOU$13.48 $14.13 $0.77 $4.29 $0.00 $32.67 $78.87 $111.54
GCCIOU$5.46 $10.41 $0.10 $31.61 $0.00 $47.58 $67.02 $114.60
ⁱ^{ki/CRS-RL34746}GCC/CCSIOU$7.10 $12.61 $0.13 $3.83 $0.00 $23.67 $95.25 $118.92
^g/wtural Gas Technologies
^s^.or
^le^akbined CycleIPP$2.57 $30.57 $0.14 $13.06 $0.00 $46.34 $30.88 $77.21
^://wikibined Cycle/CCSIOU$3.68 $38.32 $0.17 $1.64 $0.00 $43.81 $51.09 $94.90
^h^ttparbon Technologies
alIPP$13.69 $0.00 $0.00 $0.00 $0.00 $13.69 $45.54 $59.23
IOU$6.13 $5.29 $0.00 $0.00 ($3.18)$8.23 $74.99 $83.22
IPP$6.67 $0.00 $0.00 $0.00 $0.00 $6.67 $74.07 $80.74
hermalIPP$13.71 $0.00 $0.00 $0.00 $0.00 $13.71 $86.61 $100.32
oltaicIPP$4.17 $0.00 $0.00 $0.00 $0.00 $4.17 $251.24 $255.41
^{: C}^R^{S es}^tim^ates^.
^P^r^oj^ection^s^{are s}^u^bj^{ect to a h}ⁱ^g^h^deg^r^ee^of^uⁿ^certain^ty^.^T^h^es^e^r^e^su^lts^sh^o^u^ld^b^eⁱⁿ^ter^p^r^e^ted^{as in}^dⁱ^cativ^{e g}ⁱ^v^eⁿ^th^{e p}^r^o^j^ecti^oⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^{as d}^e^fⁱⁿ^itiv^{e estim}^{ates o}^f
^r^e^o^u^tco^m^{es. Mw}^h^{= m}^e^g^a^w^a^tt-^h^o^u^r^{; I}^G^{CC = in}^teg^r^ated^g^a^sifⁱ^cation^com^bⁱⁿ^{ed cy}^{cle; NG = n}^a^tu^{ral g}^a^s^;^C^C^S^{= carbon}^captu^{re an}^d^seq^u^estr^atioⁿ^;^SO²^{= s}^u^l^f^u^r^di^oxⁱ^d^e;^N^O^x⁼
^g^en^o^x^id^{es; O&}^{M = o}^p^e^r^a^tioⁿ^s^an^d^m^aⁱⁿ^ten^aⁿ^{ce; I}^{OU = in}^v^e^sto^r^o^wⁿ^e^d^u^tility^{; I}^P^P^{= in}^d^e^p^eⁿ^d^en^{t p}^o^w^er^p^r^o^d^u^cer^.

The results indicate:
^!The power costs for coal plants using control technologies are high
compared to the Base Case. The costs in the carbon case range from
$100.69 per Mwh to almost $120 per Mwh (column 10), compared
to $63.19 per Mwh for a pulverized coal unit in the Base Case
(Table 14, column 10). This illustrates the impact of the high
capital costs and efficiency penalties of current carbon capture
technologies.
^!With the imposition of carbon costs on fossil plants, three of the
least expensive options are zero-carbon technologies: Geothermal
($59.23 per Mwh), nuclear ($83.22) and wind ($80.74). Because
geothermal plants are limited to specific sites in the western states,
nuclear power (a baseload technology) and wind power (a variable
renewable resource) are the zero carbon options with relatively low
costs and wide latitude for plant sites.
^!A fourth relatively low-cost technology is the natural gas combined
cycle plant without carbon capture ($77.21 per Mwh including
allowance costs). The relatively low cost is due to the technology’s
low capital cost, high capacity factor, and relatively low emissions
of CO² per megawatt-hour of power generated. As shown in Table
14, the natural gas combined cycle plant without carbon capture
incurs allowance costs of $13.06 per Mwh, which is 61% less than
the pulverized coal plant cost of $33.80 per Mwh (column 6). In
other words, for every dollar of allowance costs incurred by a coal
plant without capture technology, the combined cycle incurs only⁹⁶
about 40 cents in costs.
^!Solar thermal power ($100.32 per Mwh) has a lower cost than fossil
plants with carbon capture technology, but is still estimated to be
about 20% more expensive than nuclear and wind power.
The relatively low cost of power from the natural gas combined cycle plant is
in part a function of the fuel price. As noted above, the carbon capture analysis uses
the same fuel price projections as in the Base Case. It is possible that in a carbon-
constrained world demand for gas will increase, driving up prices. As shown below
in Table 15:

⁹⁶ The pulverized coal plant modeled in this study emits about 1,906 pounds of CO² per
Mwh. This is computed as follows. The plant has a heat rate of 9,118 btus per kWh. This
equates to coal consumption of 9.118 MMbtus per Mwh. Coal is assumed to emit 209
pounds of CO² per mmbtu of coal consumed, so 9.118 MMbtus per Mwh x 209 pounds of
CO² per mmbtu = 1,905.7 pounds of CO² per Mwh. In the case of a combined cycle burning
natural gas, the gas emits only 117.08 pound of CO² per mmbtu when burned (44% less than
coal) and the plant’s heat rate is 6,647 btus per kWh (27% better than the coal plant). The
combined cycle’s CO² emissions are therefore 6.647 MMbtus per Mwh x 117.08 pounds of
CO² per mmbtu = 778.2 pounds of CO² per Mwh, 59.2% less than the pulverized coal plant.

^!A 12% increase in the price of gas would equalize the cost of
electricity from the combined cycle plant without carbon capture
with wind power (column 3);
^!A 20% increase would equalize the power cost of the combined
cycle plant and the nuclear plant;
^!The price of natural gas would have to more than double for the
power cost of the gas-fired combined cycle plant to equal the cost of
coal power with carbon controls, or increase by 75% to match the
cost of solar thermal power.
This scale of natural gas price increases has precedent. As shown in Figure 7,
between the early 1990s and 2007 the market price of natural gas increased by about

200%.

Table 15. Change in the Price of Natural Gas Required to
Equalize the Cost of Combined Cycle Generation (Without
Carbon Controls) with Other Technologies
Change in Price of Natural Gas
from Base Case Necessary to
TechnologyDeveloperEqualize Cost of Power
(1)(2)(3)
Coal: PulverizedIOU77%
Coal: IGCCIOU123%
Coal: Pulverized/CCSIOU112%
Coal: IGCC/CCSIOU136%
NuclearIOU20%
WindIPP12%
Geothermal IPP -59%
Solar: ThermalIPP75%
Solar: PhotovoltaicIPP580%
^Source:^C^R^{S es}^tim^ates^.
^No^te:^P^r^oj^ection^s^{are s}^u^bj^{ect to a h}ⁱ^g^h^deg^r^{ee of}^uⁿ^certain^ty^.^T^h^es^e^res^u^lts^s^h^ou^ld^{be in}^{terpreted as}
ⁱⁿ^dⁱ^c^a^tⁱ^v^{e g}ⁱ^v^eⁿ^th^{e p}^r^o^j^ectioⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^{as d}^e^fⁱⁿ^itiv^{e estim}^{ates o}^f^f^u^tu^r^e^o^u^tco^m^es^.
^I^G^C^C^{= in}^teg^r^{ated g}^a^sⁱ^fⁱ^cation^com^bⁱⁿ^{ed cy}^cl^{e; NG = n}^a^tu^{ral g}^a^s^;^C^C^{S = carbon}^c^a^p^t^u^r^e^aⁿ^d
^seq^u^estr^atioⁿ^;^I^{OU = in}^v^e^sto^r^o^wⁿ^e^d^u^tility^{; I}^P^P^{= in}^d^e^p^eⁿ^d^en^{t p}^o^w^er^p^r^o^d^u^cer^.
As discussed above, the cost and efficiency impacts of current carbon capture
technologies are high, and improved technologies are under development. Table 16
shows the estimated cost of power for plants with carbon capture assuming that
capital cost and heat rate (efficiency) penalties are both reduced by 50%. In this case
the combined cycle plant with capture has an electricity cost slightly less than wind

and nuclear power, and the pulverized coal plant with capture closes to within 20%
of wind power and 16% of nuclear (columns 8 and 9). The IGCC plant with capture
is more expensive, with a power cost 28% higher than wind and 24% higher than
nuclear; this result reflects the high cost of IGCC technology even before carbon
capture is added.

CRS-59
Table 16. Cost of Power with Base and Reduced Carbon Capture Cost and Efficiency Impacts
Lower Cost Carbon Controls
Carbon Control Base Case(50% Lower Capital Costs and Heat Rates)
% Difference from:% Difference from:
Cost of Gas-Cost of Gas-
Power CostPower CostFired CombinedCost ofFired CombinedCost of
(2008(2008Cycle withoutNuclearCost of WindCycle withoutNuclearCost of Wind
Technology $/Mw h) $/Mw h)CCS Pow er Pow er CCS Pow er Pow er
(1)(2)(6) (3)(4)(5)(7)(8)(9)
ⁱ^{ki/CRS-RL34746}l : $111.54 44% 34% 38% $96.64 25% 16% 20%
^g/wlverized/CCS
^s^.orGCC/CCS $118.92 54% 43% 47% $103.08 34% 24% 28%
^le^ak
tural Gas Technologies
^://wiki
^h^ttp Combined$94.9023%14%18%$77.811%-7%-4%
cle/CCS
^C^R^S^es^tim^ates^.
^T^h^e^es^tⁱ^m^at^ed^cos^t^s^of^com^bⁱⁿ^ed^cy^cl^{e pow}^{er w}ⁱ^t^h^ou^t^carbon^capt^u^{re, n}^u^c^l^{ear pow}^{er, an}^{d w}ⁱⁿ^d^pow^{er are, res}^p^ectⁱ^v^el^y^,^$77.21,^$83.22,^an^d^{$80.74 per Mw}^h^{(2008 dol}^l^a^rs^).
^{h =}^m^e^ga^w^a^t^t^-^ho^ur^;^I^G^{CC =}ⁱⁿ^t^e^gr^a^t^e^d^ga^si^fi^c^a^tⁱ^o^{n c}^o^m^bⁱⁿ^e^d^c^y^c^l^{e; NG = n}^a^tu^{ral g}^a^s^;^C^C^S^{= carbon}^captu^{re an}^{d s}^e^qu^es^tration^.^P^r^oj^ection^s^{are s}^u^bj^e^c^t^t^o^{a h}ⁱ^g^h^deg^r^{ee of}
^tain^ty^{. T}^h^{ese r}^e^su^{lts sh}^o^u^ld^b^eⁱⁿ^ter^p^r^e^ted^{as in}^dⁱ^cativ^{e g}ⁱ^v^eⁿ^th^{e p}^r^o^j^ectioⁿ^assu^m^p^tioⁿ^s^r^a^th^er^th^an^{as d}^e^fⁱⁿ^itiv^{e esti}^m^a^{tes o}^f^f^u^tu^r^e^o^u^tco^m^es.

Appendix A. Power Generation Technology Process
Diagrams and Images
Pulverized Coal
Figure 9. Process Schematic: Pulverized Coal
without Carbon Capture
Figure 10. Process Schematic: Pulverized Coal with
Carbon Capture
Figure 11. Representative Pulverized
Coal Plant: Gavin Plant (Ohio)

^Sources^:^Im^ag^{e co}^u^r^t^e^s^y^o^f
^In^du^s^t^cards^.com^{; diag}^ram^s^adapted
^fr^o^m^M^I^T^,^T^h^{e Fut}^u^r^e^of^C^oal^{, 2007.}

Integrated Gasification Combined Cycle Coal (IGCC)
Figure 12. Process Schematic: IGCC without Carbon Capture
Figure 13. Process Schematic: IGCC with Carbon Capture
Figure 14. Representative IGCC Plant:
Polk Plant (Florida)

^Sources^:ⁱ^m^ag^{e c}^o^ur^t^e^s^y^o^f
^In^du^s^t^cards^.com^{; diag}^ram^s^adapted
^fr^o^m^M^I^T^,^T^{he Fut}^u^r^e^of^C^oal^{, 2007.}

Natural Gas Combined Cycle
Figure 15. Process Schematic: Combined Cycle
Power Plant
Figure 16. Representative Combined Cycle:
McClain Plant (Oklahoma)

^Sources^:^Dⁱ^a^g^r^a^{m f}^r^o^m^Sⁱ^e^m^eⁿ^s^Eⁿ^e^r^g^y^[^h^t^t^p^:^/^/^www.^p^o^w^e^r^g^eⁿ^e^r^a^tⁱ^oⁿ^.^sⁱ^e^m^eⁿ^s^.^c^o^m/
^p^r^o^d^u^cts-^so^lu^tioⁿ^s^-^s^er^vⁱ^c^e^s^/^p^o^w^er^-^p^lan^t^-^s^o^lⁿ^/^co^m^bⁱⁿ^ed^-^c^y^c^le-^p^o^w^er^-^p^lan^t^s/CCP^P^.^h^t^m^]^{; im}^ag^e
^cou^r^t^e^s^y^of^In^du^s^t^cards^.com^.

CRS-63
er
Figure 17. Process Schematic: Pressurized
Water Reactor (PWR)
^!Water is heated by the fuel rods; the water is kept under high pressure and
does not boil.
^!The hot water from the reactor passes through tubes inside a steam
generator, where the heat is transferred to water flowing around the tubes.
^!The water in this secondary loop boils and turns to steam.
^!he steam turns the turbines that spin the generator to produce electricity.
^!After its energy is used up in the turbines, the steam is drawn into a
ⁱ^{ki/CRS-RL34746}condenser, where it is cooled back into water and reused.
^g/w
^s^.or
^le^ak
^://wiki
^h^ttpFigure 18. Process Schematic: Boiling Water
Reactor (BWR)

^!Water is pumped through the reactor and is heated by the fuel rods.
^!The water boils, turning to steam.
^!The force of the expanding steam drives the turbines, which spin the
generator to produce electricity.
^!After its energy is used up in the turbines, the steam is drawn into a
condenser, where it is cooled back into water and reused.

Figure 19. Representative Gen III/III+ Nuclear
Plant: Rendering of the Westinghouse
AP1000 (Levy County Project, Florida)

^Sources^{: Diag}^ram^s^an^{d accom}^p^an^yⁱⁿ^g^tex^t^f^r^om^T^e^nne^s^s^e^e^V^a^l^l^e^y^Aut^h^o^rⁱ^t^y
⁽^[^h^t^t^p^:^/^/^www.^t^v^a^.^g^o^v^/^p^o^w^e^r^/^p^d^f^/ⁿ^u^c^l^e^a^r^.^p^d^f^]⁾^;^A^P^{1000 i}^m^ag^{e fr}^o^m^P^r^o^g^r^e^ss^Eⁿ^e^r^gy
⁽^[^h^t^t^p^:^/^/^www.^p^r^o^g^r^e^s^s^-^eⁿ^e^r^g^y^.^c^o^m^/^a^b^o^u^t^eⁿ^e^r^g^y^/^p^o^w^e^rⁱⁿ^g^t^h^e^f^u^t^u^r^e^_^f^l^o^rⁱ^d^a^/^l^e^v^y^/^a^p1000.j^p^g^]).

Wind
Figure 20. Schematic of a Wind Turbine
Figure 21. Representative Wind Farm:
Gray County Wind Farm (Kansas)

Figure 22. Wind Turbine Size and Scale (FPL Energy)

^Sources^{: Sch}^e^m^a^{tic f}^r^o^m^Calif^o^rⁿⁱ^a^Eⁿ^e^r^g^y^C^o^m^mⁱ^s^sⁱ^oⁿ^En^er^g^y^Qu^{est w}^e^b^s^ite
⁽^www.^eⁿ^e^r^g^y^q^u^e^s^t^.^c^a^.^g^o^v^/^s^t^o^r^y^/^c^h^a^p^t^e^r¹⁶^.^h^t^ml⁾^;ⁱ^m^a^g^e^o^f^G^r^a^y^C^o^uⁿ^t^y^wiⁿ^d^f^a^r^m^f^r^o^m
^[^h^t^t^p^:^/^/^www.^k^aⁿ^s^a^s^t^r^a^v^e^l^.^o^r^g^/^g^r^a^y^c^o^uⁿ^t^y^wⁱⁿ^d^f^a^r^m.^h^t^m^]^;ⁱ^m^a^g^e^o^f^wⁱⁿ^d^t^u^r^bⁱⁿ^e^s^c^a^l^e^fr^o^m^F^P^{L E}ⁿ^e^r^g^y
⁽^[^h^t^t^p^:^/^/^www.^f^p^l^eⁿ^e^r^g^y^.^c^o^m/^r^eⁿ^e^wa^b^l^e^/^p^d^f^/^N^a^t^L^e^a^d^e^r^Wⁱⁿ^d^.^p^d^f^]⁾

Geothermal
Figure 23. Process Schematic: Binary Cycle
Geothermal Plant
Figure 24. Representative Geothermal Plant: Raft
River Plant (Idaho)

^Sources^:^diag^ram^f^r^om^Stev^en^L^a^w^r^en^{ce, pres}^en^tation^on^“^G^eoth^erm^a^{l En}^erg^y^,^{” Un}^iv^ers^ity^of^nd
^Co^l^o^r^a^d^o^,^und^a^t^e^d^,^cⁱ^tⁱ^{ng G}^o^d^f^r^e^y^B^o^yl^e^,^Renew^abl^e^Eⁿ^e^r^g^y^{, 2}^Edition^,²⁰⁰⁴
^[h^ttp://leeds^-^f^acu^lty^{.colorado.edu}^/law^r^en^ce/s^y^s^t^6820/L^ectu^r^es^/Geoth^erm^a^l%20En^e^rg^y^.^{ppt]; im}^ag^e
^cou^r^t^e^s^y^of^In^du^s^t^cards^.com^.

Solar Thermal Power
Figure 25. Process Schematic: Parabolic Trough Solar
Thermal Plant
Figure 26. Representative Solar ThermalFigure 27. Nevada Solar One: Parabolic
Plant: Nevada Solar OneCollector Detail

^Sources^:^Dⁱ^a^g^r^a^m^f^r^o^m^[^h^t^t^p^:^/^/^www.^s^o^l^a^r^s^e^r^v^e^r^.^d^e^/^s^o^l^a^r^ma^g^a^zⁱⁿ^/^s^o^l^a^r^-^r^e^p^o^r^t^_0207_e.h^t^m^l^]^;ⁱ^m^ag^es
^f^r^o^m^[^h^t^t^p^:^/^/^www.^s^o^l^a^r^g^eⁿⁱ^x^c^hⁱ^c^a^g^o^.^c^o^m/ⁿ^e^v^a^d^a^oⁿ^e^.^c^f^m]^.

Solar Photovoltaic Power
Figure 28. Process Schematic: Central Station Solar
Photovoltaic Power
Figure 29. Representative Solar PV Plant:
Nellis Air Force Base (Nevada)

Figure 30. Nellis AFB Photovoltaic Array Detail

^Sources^:^Diag^ram^f^r^om^C^a^lif^ornⁱ^{a En}^erg^y^C^o^m^mⁱ^s^sⁱ^on^,^Co^mp^a^r^a^{tive Co}^{sts o}^f^Ca^lifo^rn^ia^Cen^t^ra^l
^St^atⁱ^{on El}^ect^rⁱ^ci^t^y^G^e^ner^a^tⁱ^{on T}^echnol^ogi^e^s^,^Ap^p^eⁿ^d^ix^B^,^p^.⁶¹^;^im^ag^{es f}^r^o^m^th^{e Nellis A}ⁱ^r^Fo^r^c^e
^B^a^s^e^we^b^sⁱ^t^e^a^t^[^h^t^t^p^:^/^/^www.ⁿ^e^llis^.af^.^m^il/s^h^a^red/m^e^dia/^docu^m^en^t/A^FD-^080117-^039.pdf^].

Appendix B. Estimates of Power Plant Overnight
Costs
The financial analysis model used in this study calculates the capital component
of power prices based on the “overnight” cost of a power plant. The overnight cost
is the cost that would be incurred if a power plant could be built instantly. The
overnight cost therefore excludes escalation in equipment, labor, and commodity
prices that could occur during the time a plant is under construction. It also excludes
the financing charges, often referred to as interest during construction (IDC), incurred
while the plant is being built.
With the exception of plants using carbon control technology (see Appendix C)
the overnight costs were estimated for this study from public information on actual
power projects. The costs were estimated as follows:
^!CRS developed a database of information on 161 power projects and
cost estimates covering the fossil, nuclear, and renewable energy
technologies included in this report.
^!A subset of the projects in the database were used to estimate
overnight costs. Projects were excluded for many reasons, including
because the projects were too old to reflect current construction
costs, did not use standard technology, were extreme high or low
outliers and no information was available to explain the costs, or had
other unusual characteristics (e.g., some plants reduced costs by
purchasing used or surplus equipment).
^!The remaining projects were sorted by technology (e.g., nuclear,
wind, etc.). The reported cost per kilowatt of capacity for the
projects in each group were then averaged to estimate the overnight
cost for each technology.
To the extent possible the information for the database was taken from
information filed by utilities with state public service commissions. The advantage
of using this source is that utilities seeking permission to construct new plants are
often required to disgorge cost details. With these details the project cost estimate
can be adjusted to exclude IDC and other expenses not directly associated with the
cost of the plant, such as major transmission system upgrades distant from the plant
site.
When utility commission filings for a project were not available, as was almost
always true for IPP and POU projects, other public sources were used, including
press releases and trade journal articles. In most cases it was possible to determine
whether or not a cost estimate included IDC. However, it was rarely possible, with
or without utility commission filings, to determine how much cost escalation was
built into a project estimate. Because it was not possible to extract the escalation
costs from the project estimates, as a rough correction the financial model assumed
no cost escalation to avoid a double count. The model does compute the IDC
charges.

The 161 projects in the database includes information on 119 United States
power plant projects. Some are still in the planning stage, and a few never
progressed beyond paper studies and were canceled. The database also includes
information on 31 generic and 11 foreign cost estimates for nuclear power plants. (A
generic estimate is a cost estimate not associated with any real project or specific site.
Generic estimates are usually made by vendors or found in government and academic
studies.) The generic and foreign estimates are useful for illustrating cost trends
because no nuclear plants have been built in the United States in many years, but
none were used in the final estimate of the overnight nuclear plant cost.
Although the capital costs used in this study are based on these actual project
estimates, the capital costs are still subject to significant uncertainty due to such as
factors as cost escalation and evolution in power plant and construction technology.
The uncertainty is greatest for the technologies which have the least commercial
experience, such as advanced nuclear plants and IGCC coal plants.
Immediately following is information on the projects used to estimate overnight
costs for this report. There is a table for each technology (e.g., pulverized coal)
listing each project used to estimate the overnight cost for that technology.
Accompanying each table is a graph showing the time trend for that technology’s
capital costs. The data points on the graph are marked to indicate whether a point
represents a project used in estimating the overnight cost, or another project that was
excluded from the estimate for one of the reasons discussed above. The time axis for
these graphs is the actual or planned first year of commercial service.
The following acronyms are used in the tables:
ABWR:Advanced boiling water [nuclear] reactor
AP1000:Advanced Passive 1000 [nuclear reactor]
CODCommercial Operating Date
ESBWR:Economic simplified boiling water [nuclear] reactor
IGCC:Integrated gasification combined cycle [coal]
PT:Parabolic trough [solar]
PV:Photovoltaic [solar]
SCPC:Supercritical pulverized coal
U.S. - EPR:United States - Evolutionary Pressurized [nuclear] Reactor
UNK:Unknown
USCPC:Ultra-supercritical pulverized coal

CRS-73
Pulverized Coal Projects Selected for Cost Estimate
(Average Cost per Kw: $2,519; Rounded Average: $2,500)
^Net^Sum^-^Co^st^G^reenfield
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ty^pe^o^f^Ow^ners^hip^Eⁿ^ergy^So^urce^Techno^-^l^ogy^m^{er Ca-}^pa^cit^y⁽^m^illioⁿ^Co^{st per}^Kw^COD^Yea^r^(G^{) or}^B^r^o^w^nf^ield^Sources
^(M^w⁾^$)^(B)
^d^I^A^A^llian^t^En^-^Utility^C^O^A^L^SC^P^C⁶⁴⁹^$1,⁸⁵⁴^$2,857²⁰¹³^B^R^y^b^erg^W^illiam^s^{, “}^T^h^r^{ee Iow}^a^C^o^-^O^ps^,
^tin^g^erg^y^Wⁱ^scoⁿ^sin^’^{s A}^llian^t^to^Owⁿ^Co^{al P}^l^an^t,”
^{it 4}^D^e^s^Moiⁿ^es^R^e^gⁱ^s^t^{er, N}^o^v^e^m^b^{er 29, 2007;}
^A^llian^t^En^erg^y^P^r^{ess Releases, Decem}^b^e^r
^{10, 2007 an}^{d March}^{312, 2008;}^D^a^v^e
ⁱ^{ki/CRS-RL34746}^DeW^{itte, “}^M^ar^sh^allto^wⁿ^P^l^an^{t Co}^u^l^d^B^u^rⁿ
^g/w^Sw^itch^g^r^as^s^,^{” T}^h^{e (C}^{edar R}^a^pids^{) Gazette,}
^s^.or^A^p^ri^l^{10, 2007.}
^le^ak^S^C^S^ou^th^Utility^C^O^A^L^SC^P^C⁶⁰⁰^$1,²⁵⁰^$2,083²⁰¹²^G^S^an^{tee C}^{ooper P}^r^es^s^R^e^leas^{e, May}^22,
^Car^o^lin^a^2006;^S^aⁿ^t^{ee C}^{ooper, D}^r^af^t^En^vⁱ^ron^m^en^t^a^l
^://wiki^P^u^b^{lic Ser}^-^A^s^s^e^s^s^m^en^{t: P}^{ee Dee Electrical Gen}^e^rat-
^h^ttp^vⁱ^{ce A}^u^-ⁱⁿ^g^S^t^atⁱ^oⁿ^,^O^c^t^{ober 31, 2006;}^T^oⁿ^y
^th^o^r^ity^Bart^el^m^e^{, “}^S^an^t^{ee C}^{ooper U}^p^s^C^o^s^t^of
^(S^an^t^e^e^C^o^{al P}^l^an^{t,” T}^h^{e (C}^h^a^rles^ton⁾^P^o^s^t^an^d
^C^ooper)^C^o^u^rⁱ^e^{r, March}^{27, 2008.}
ⁿ^{e 2}^S^D^O^tter^T^a^il^Utility^C^O^A^L^SC^P^C⁵⁸⁰^$1,⁴¹¹^$2,433²⁰¹³^B^S^u^pplem^en^{tal P}^r^ef^{iled T}^e^s^tim^on^y^of^Mark
^Pow^e^r^C^o^.^Ro^lf^{es o}ⁿ^b^e^h^a^lf^o^f^Otter^T^a^{il P}^o^w^e^r^Co^.,
^b^e^f^o^r^e^th^{e Min}ⁿ^e^so^{ta P}^u^b^{lic Utilities}
^C^o^m^mⁱ^s^sⁱ^on^{, D}^o^ck^et^s^C^N^-^05-^{619 an}^{d T}^R^-
^05-^{1275, N}^o^v^e^m^b^{er 13, 2007.}

CRS-74
^Net^Sum^-^Co^st^G^reenfield
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ty^pe^o^f^Ow^ners^hip^Eⁿ^ergy^So^urce^Techno^-^l^ogy^m^{er Ca-}^pa^cit^y⁽^m^illioⁿ^Co^{st per}^Kw^COD^Yea^r^(G^{) or}^B^r^o^w^nf^ield^Sources
^(M^w⁾^$)^(B)
^.^T^u^r^k^,^A^R^So^ut^hw^e^s^t^-^Utility^C^O^A^L^USC^P^C⁶⁰⁹^$1,522^$2,499²⁰¹³^G^T^ex^as^P^u^blic^Utilities^C^o^m^mⁱ^s^sⁱ^on^{, P}^r^o-
^ern^Electric^pos^al^f^o^{r D}^eci^sⁱ^on^{, D}^o^ck^et^{33891, Jan}^u^a^ry
^tead)^Pow^e^r^C^o^.^{17, 2008;}^Dⁱ^rect^T^e^s^tⁱ^m^onⁱ^e^s^of^R^eⁿ^e^e
^H^a^w^kⁱⁿ^s^an^{d Jam}^e^s^K^oby^{ra on}^beh^a^l^f^of
^Sou^t^h^w^es^tern^{Electric P}^o^w^e^{r C}^o^{., bef}^o^re
^th^{e T}^e^x^a^{s P}^u^b^{lic Utilities Co}^m^mⁱ^ssioⁿ^,
^D^o^ck^et^{33891, F}^e^bru^a^ry^{20, 2007;}^S^u^ppl^e-
^m^eⁿ^t^{al Direct T}^e^s^tim^on^ies^of^R^eⁿ^e^e
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^Sou^t^h^w^es^tern^{Electric P}^o^w^e^{r C}^o^{., bef}^o^re
^th^{e T}^e^x^a^{s P}^u^b^{lic Utilities Co}^m^mⁱ^ssioⁿ^,
ⁱ^{ki/CRS-RL34746}^D^o^ck^et^{33891, A}^p^ri^l^{22, 2008;}^H^o^u^s^l^e^y
^g/w^C^a^{rr, “}^T^ex^as^C^o^m^mⁱ^s^sⁱ^on^Delay^s^A^p^-^prov^al^of^S^W^EPC^O^’^s^600-^{MW, C}^o^al^-
^s^.or^Fir^e^d^P^l^an^{t,” P}^l^{atts Electr}ⁱ^{c Utility}^W^eek^,
^le^ak^Juⁿ^e^{9, 2008.}
^://wiki^{e Un}^it^NC^Du^k^e^Utility^C^O^A^L^SC^P^C⁸⁰⁰^$1,800^$2,250²⁰¹²^B^L^aw^Of^fⁱ^{ce of}^R^{obert W}^.^Kay^l^{or, on}^be-
^h^ttp^En^erg^y^h^a^lf^o^f^Du^k^e^En^er^g^y^Car^o^lin^{as, letter}^s^to
^th^{e No}^r^t^h^Car^o^lin^{a Utilities Co}^m^mⁱ^ssioⁿ^,
^C^lⁱ^f^f^sⁱ^d^{e C}^o^s^t^Es^tⁱ^m^at^es^{, May}^{30, 2007}
^an^{d Decem}^{ber 28, 2007; North}^C^a^rolin^a
^{Utilities Co}^m^mⁱ^ssioⁿ^,^Decisioⁿ^{, Do}^ck^{et E-}
^{7, S}^u^{b 790, March}^{21, 2007;}^D^u^k^e^En^erg^y
^10-^Q^f^o^{r 3rd qu}^art^e^{r 2007, p. 33.}

CRS-75
^Net^Sum^-^Co^st^G^reenfield
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ty^pe^o^f^Ow^ners^hip^Eⁿ^ergy^So^urce^Techno^-^l^ogy^m^{er Ca-}^pa^cit^y⁽^m^illioⁿ^Co^{st per}^Kw^COD^Yea^r^(G^{) or}^B^r^o^w^nf^ield^Sources
^(M^w⁾^$)^(B)
^Mu^-^OH^A^m^erican^Utility^C^O^A^L^SC^P^C⁹⁶⁰^$2,950^$3,073²⁰¹³^G^R^.W^{. B}^eck^{, In}^{itial P}^r^oj^{ect Feas}^ibility
^o^w^e^r^M^uni^cⁱ^p^a^l^S^t^u^d^y^U^pdat^e^{, Jan}^u^a^ry^{2008 (redact}^ed
^tin^g^Pow^e^r^-^p^u^b^{lic v}^e^r^s^ioⁿ⁾^{; Dir}^{ect testim}^oⁿ^{ies o}^f^I^v^an
^&²^Oh^io^C^l^ark^an^{d Scott Kies}^ew^{etter on}^beh^a^lf^of
^A^m^erican^Muⁿⁱ^{cipal P}^o^w^e^{r -}^Oh^{io, bef}^o^re
^th^{e Oh}^io^P^o^w^e^r^Sitin^g^B^o^ar^d^,^{Case 0}⁶^-
^1358-^EL^-^B^G^N^;^A^m^eri^can^Muⁿⁱ^ci^pal
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^Pow^e^{r S}ⁱ^tⁱⁿ^g^{Board, C}^a^s^e^06-^1358-^EL^-
^BG^N^,^May^{4, 2007.}
^{b S}^t^a-^K^A^Sunfl^o^w^e^r^Utility^C^O^A^L^SC^P^C^1,400^$3,⁶⁰⁰^$2,571²⁰¹²^B^J^ohⁿ^Hanⁿ^a^{, “}^S^u^pporters^Huⁿ^t^f^o^{r Votes}
ⁱ^{ki/CRS-RL34746}^{its 3}^Electric^on^C^o^{al P}^l^an^ts^as^Deadlin^{e L}^oom^s^,^{” A}^s^s^o^-
^g/w^Pow^e^r^ci^at^{ed Pres}^s^,^2/^20/^2008;
^s^.or^Co^r^p^.^[^h^t^t^p^:^/^/^www.^h^o^l^c^o^m^b^s^t^a^tⁱ^oⁿ^.^c^oop/^].
^le^ak^r^eek^T^X^L^S^Pow^e^r^Mⁱ^x^ed^C^O^A^L^S^C^PC⁹⁰⁰^$2,196^$2,440²⁰¹²^G^“^D^yⁿ^e^g^y^{, L}^S^Pow^e^{r R}^eady^t^o^S^t^art^C^oⁿ^-
^://wiki^Station^str^u^ctioⁿ^o^f^San^d^y^Cr^eek^{,” P}^l^{atts Co}^m^-^m^odi^t^y^N^e^w^s^{, 9/}^4/^2007;^“^M^oody^’^s^A^s^-
^h^ttp^sigⁿ^s^B^a³^Ratin^g^to^San^d^y^Cr^eek^Facili-
^tⁱ^e^s^,^{” Moody}^’^s^In^v^e^s^t^ors^S^e^rvⁱ^{ce Pres}^s
^R^e^l^eas^{e, 8/}^14/^2007;^S^t^ev^{e H}^ook^s^,^“^L^C^R^A
^Grabs^{22% Stak}^{e in}^T^e^x^a^s^C^o^{al P}^r^oj^ect,”
^Pl^at^t^s^C^o^al^T^r^{ader, Ju}ⁿ^e^{11, 2008.}

CRS-76
^Net^Sum^-^Co^st^G^reenfield
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ty^pe^o^f^Ow^ners^hip^Eⁿ^ergy^So^urce^Techno^-^l^ogy^m^{er Ca-}^pa^cit^y⁽^m^illioⁿ^Co^{st per}^Kw^COD^Yea^r^(G^{) or}^B^r^o^w^nf^ield^Sources
^(M^w⁾^$)^(B)
^e^MO^A^s^s^o^ciated^Utility^C^O^A^L^SC^P^C⁶⁸⁹^$1,⁷⁰⁰^$2,467²⁰¹²^G^A^s^s^o^{ciated Elect}^{ric C}^ooperativ^{e P}^r^es^s^R^e^-
^Electric^l^eas^{e, 3/}^3/^2008;^Mi^s^s^o^u^rⁱ^Aⁱ^{r C}^oⁿ^s^erv^a^-
^C^oopera-^tioⁿ^Co^m^mⁱ^ssioⁿ^{, P}^e^r^m^{it to}^Coⁿ^s^tr^u^c^{t No}^.
^tiv^{e In}^c.^022008-^{010, F}^e^bru^a^ry^{22, 2008;}^K^a^ren
^Dilloⁿ^,^“^C^oⁿ^str^u^ctioⁿ^o^f^Co^al-^F^ir^ed^P^o^w^e^r
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^3/^3/^08;^“^C^o-^{op D}^r^ops^A^pprov^{ed Mi}^s^s^o^u^rⁱ
^C^o^al-^F^{ired P}^l^an^{t Ov}^{er Un}^eas^{e A}^bou^{t C}^O²
^R^u^les^,^C^o^s^t^{,” P}^l^atts^C^o^{al T}^r^{ader, March}^6,
^2008.
ⁱ^{ki/CRS-RL34746}
^g/w
^s^.or
^le^ak^P^u^l^v^e^rⁱ^z^ed^C^o^al^Pr^o^j^ec^t^C^o^st^T^r^en^d^s
^://wiki^$3^,⁵⁰⁰ⁿ^g
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CRS-77
mbined Cycle (IGCC) Coal
Coal Integrated Gasification Combined Cycle (IGCC) Projects Selected for Cost Estimate
(Average Cost per Kw: $3,390; Rounded Average: $3,400)
^Ty^pe^o^f^Eⁿ^ergy^Techno^-^Net^Sum^-^m^{er Ca-}^Co^st^COD^G^reenfield^(G^{) or}
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ow^ner-^So^urce^l^ogy^pa^cit^y⁽^m^illioⁿ^Cos^t^{per Kw}^Yea^r^B^r^o^w^nf^ield^Sources
^ship^(M^w⁾^$)^(B)
^eer^W^V^A^m^erican^Utility^C^O^A^L^IGC^C⁶²⁹^$2,²³⁰^$3,545²⁰¹³^B^“^A^ppalach^ian^P^o^w^e^{r Say}^s^{it W}^o^u^l^{d C}^oⁿ^-
^Electric^sⁱ^{der C}^a^{p on}^C^oⁿ^s^t^r^u^c^tⁱ^oⁿ^C^o^s^t^s^f^o^{r IG}^C^C
^Pow^e^r^Proj^ect^{,” Pl}^at^t^s^G^l^obal^Pow^e^{r R}^e^port^,^D^e^-
^cem^{ber 13, 2007;}^A^E^R^Pres^s^R^e^l^eas^{e, Ju}ⁿ^e
^{18, 2007;}^Wes^t^Vⁱ^rgⁱⁿⁱ^a^Pu^blⁱ^c^S^e^rvⁱ^c^e
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^g/w^t^e^s^tⁱ^m^onⁱ^e^s^on^beh^a^l^f^of^A^ppl^achⁱ^aⁿ^Pow^e^r
^s^.or^Co^{. o}^f^Dan^a^{E. W}^a^ld^o^,^W^illiam^{M. J}^a^sp^er^,
^le^ak^an^{d T}^e^rry^Eads^{, Ju}ⁿ^e^{18, 2007;}^Fⁱⁿ^a^l^O^r^der,
^March^{6, 2008. “}^W^.V^A^.^C^l^ears^A^E^P’^s
^://wiki^I^G^{CC P}^r^o^j^{ect; Co}^m^mⁱ^ssioⁿ^May^W^aⁿ^t^Co^st
^h^ttp^J^u^s^tif^ication^,^{” P}^l^atts^C^o^{al T}^r^{ader, March}
^{10, 2008.}
^eⁿ^d^OH^A^m^erican^Utility^C^O^A^L^IGC^C⁶²⁹^$2,²⁰⁰^$3,498²⁰¹⁵^G^B^{ob Maty}^{i, “}^O^hⁱ^{o C}^oⁿ^s^u^m^{er A}^d^v^o^cate
^Electric^T^a^ke^{s A}ⁱ^m^a^t^Fi^na^ncⁱ^{ng fo}^r^A^E^P^’^{s P}^l^a^nne^d
^Pow^e^r^I^G^{CC P}^r^o^j^{ect,” P}^l^{atts Electr}ⁱ^{c Utility}^W^eek^,
^{October 15, 2007; Oh}^{io P}^u^{blic Utilities}
^C^o^m^mⁱ^s^sⁱ^on^{, O}^pⁱⁿⁱ^oⁿ^an^{d O}^r^{der, C}^a^s^e^05-
^376-^EL^-^U^N^C^{, A}^p^ri^l^{10, 2006.}
^ille^IL^T^eⁿ^a^s^k^a^I^PP^C^O^A^L^IG^C^C⁶³⁰^$2,000^$3,175²⁰¹²^G^“^EPA^R^e^j^ect^s^C^h^al^l^eⁿ^g^e^t^o^{$2B En}^erg^y
^Ce^n-^P^l^an^{t in}^Cen^t^r^a^{l I}^llin^oⁱ^{s,” A}^s^so^ciated^P^r^ess,
^J^aⁿ^u^a^ry^{31, 2008; “}^T^ay^lorv^{ille En}^erg^y^C^eⁿ^-
^t^e^r^—^F^a^c^t^s^”^[^h^t^t^p^:^/^/^www.^t^eⁿ^a^s^k^a^.^c^o^m/
^u^s^er^f^iles/File/T^ay^lo^r^v^ille%2⁰^F^act%2⁰^S^h^eet
^(1).pdf^].

CRS-78
^Ty^pe^o^f^Eⁿ^ergy^Techno^-^Net^Sum^-^m^{er Ca-}^Co^st^COD^G^reenfield^(G^{) or}
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ow^ner-^So^urce^l^ogy^pa^cit^y⁽^m^illioⁿ^Cos^t^{per Kw}^Yea^r^B^r^o^w^nf^ield^Sources
^ship^(M^w⁾^$)^(B)
^M^S^So^ut^he^rⁿ^Utility^C^O^A^L^IGC^C⁶⁰⁰^$1,⁸⁰⁰^$3,000²⁰¹³^G^“^Mis^sⁱ^s^sⁱ^{ppi P}^o^w^e^{r Mov}ⁱⁿ^g^Forw^{ard w}^ith
^Co^m^p^aⁿ^y^P^l^an^{s f}^o^r^Co^{al Gasif}ⁱ^catioⁿ^Facillity^{,” U.S.}
^C^o^{al R}^e^vⁱ^ew^{, Decem}^{ber 18, 2006.}
^port^I^N^D^uke^Utility^C^O^A^L^IGC^C⁶³⁰^$2,³⁵⁰^$3,730²⁰¹¹^B^Iⁿ^d^ian^a^Utility^R^e^g^u^l^atory^C^o^m^mⁱ^s^sⁱ^on^,
^En^erg^y^O^r^{der, C}^a^u^s^es^{43114 an}^{d 43114-}^S^,^N^o^v^e^m^-
^{ber 20, 2007;}^R^e^bu^t^t^a^l^T^e^s^tⁱ^m^on^y^of^S^t^e-
^p^h^en^{M. Far}^m^er^B^e^f^o^r^e^th^{e I}ⁿ^dⁱ^an^{a Utility}
^R^e^g^u^l^at^ory^C^o^m^mⁱ^s^sⁱ^oⁿ^,^C^a^u^s^es^{43114 an}^d
^43114-^S^,^May^{31, 2007;}^Vⁱ^rgⁱⁿⁱ^a^S^t^at^{e C}^o^r-
^p^o^r^atioⁿ^Co^m^mⁱ^ssioⁿ^,^Fin^a^{l Or}^d^e^r^,^Case
ⁱ^{ki/CRS-RL34746}^PU^E-^2007-^00068;^D^u^k^e^En^erg^y^pres^s^re-^l^eas^{e, May}^{1, 2008.}
^g/w
^s^.or
^le^ak^I^G^C^C^P^r^oj^ect^C^o^st^T^r^eⁿ^d^s
^://wiki^$⁴^,⁰⁰⁰
^h^ttp^$³^,⁵⁰⁰^aci^t^y
^p
^$³^,⁰⁰⁰ⁱⁿ^g^C^a
^$²^,⁵⁰⁰ⁿ^e^r^a^t
^$²^,⁰⁰⁰^t^o^f^G^e
^$¹^,⁵⁰⁰ⁱ^l^o^w^a^t
^$¹^,⁰⁰⁰^p^e^r^K
^$⁵⁰⁰^C^o^st
^$-
²⁰⁰⁹²⁰¹⁰²⁰¹¹²⁰¹²²⁰¹³²⁰¹⁴²⁰¹⁵²⁰¹⁶
^Pl^anⁿ^e^d^C^o^m^m^er^ci^a^l^O^p^e^r^a^tⁱⁿ^g^D^a^t^e
^P^r^o^j^ec^t^s^U^s^edⁱⁿ^C^o^s^t^Es^tⁱ^m^a^t^e^O^t^her^Pr^oj^e^c^t^s

CRS-79
Nuclear Projects Selected for Cost Estimate
(Average Cost per Kw: $3,930; Rounded Average: $3,900)
^Ty^pe^o^f^Eⁿ^ergy^Techno^-^Net^Sum^-^m^{er Ca-}^Co^st^Co^{st per}^COD^G^reenfield^(G^{) or}
^a^m^e^S^t^ate^L^e^ad^D^e^vel^-^op^er^Ow^ner-^So^urce^l^ogy^pa^cit^y⁽^m^illioⁿ^Kw^Yea^r^B^r^o^w^nf^ield^Sources
^ship^(M^w⁾^$)^(B)
^f^s^MD^C^oⁿ^s^tellation^U^tility^Nu^clear^US-^E^P^R^1,600^$9,194^$5,746²⁰¹⁵^B^Q^{4 2007 C}^oⁿ^s^tellation^En^erg^y^Grou^{p, In}^c.
^E^a^rⁿⁱ^{ngs Co}^nfe^r^eⁿ^c^e^Ca^l^l^,^J^a^nua^r^y³⁰^,
^{2008 — Fin}^a^{l (FD W}ⁱ^re^{); J}^e^f^f^B^eattie,
^“^C^on^s^t^ellation^P^r^om^otes^W^a^{llace, Hires}
^B^a^rron^{to L}^{ead Nu}^k^e^C^h^arg^e^{,” T}^h^{e En}^erg^y
ⁱ^{ki/CRS-RL34746}^D^aⁱ^l^y^{, March}^{5, 2008;}^C^oⁿ^s^t^e^l^l^a^tⁱ^oⁿ^En^erg^y
^g/w^2Q^{2008 earn}ⁱⁿ^g^s^pres^en^t^a^tⁱ^oⁿ^;^A^pplⁱ^ca-
^s^.or^tioⁿ^o^f^Un^istar^Nu^clear^to^th^{e Mar}^y^lan^d
^le^ak^P^u^{blic Serv}^{ice C}^o^m^mⁱ^s^sⁱ^on^f^o^{r a C}^C^N^,
^11/^13/^{2007, C}^a^s^e^N^o^{. 9127.}
^://wiki^unt^y^FL^P^r^o^g^r^e^{ss E}ⁿ^-^Utility^Nu^clear^A^P¹⁰⁰⁰^2,¹⁸⁴^$9,304^$4,260²⁰¹⁶^G^F^{lorida P}^S^C^Dock^{et 080148-}^{EI: P}^e^tition
^h^ttp^erg^y^Florida^fⁱ^l^e^{d by}^Prog^res^s^En^erg^y^F^l^ori^d^{a (PEF}^):
^T^e^s^tⁱ^m^onⁱ^e^s^on^beh^a^l^f^of^PEF^by^D^aⁿⁱ^el^L^.
^R^oderick^{(redacted); J}^a^vⁱ^{er P}^o^rtu^oⁿ^{do, an}^d
^J^o^hⁿ^C^r^is^{p (in}^c^lu^din^g^attach^{ed Need Deter-}
^mⁱ^na^tⁱ^o^{n St}^ud^y⁾^.
^e^xa^s^T^X^NR^G^U^tility^Nu^clear^A^B^W^R^2,700^$9,⁹⁰⁹^$3,670²⁰¹⁵^B^“^Nu^{clear P}^o^w^e^{r — -}^L^eadin^g^th^{e US R}^e^-
^its^vi^va^l^,^”^M^o^d^e^rⁿ^P^o^w^e^r^Sy^st^e^m^s,
^Hⁱ^g^h^12/^13/^2007;^N^R^G^Pres^s^R^e^l^eas^e,
^9/^24/^2007;^N^R^G^Aⁿ^al^y^s^t^Pres^en^t^a^tⁱ^oⁿ^,
^“^N^R^G^an^{d T}^o^s^h^{iba: Em}^P^o^w^e^rin^g^Nu^clear
^D^e^v^e^l^opm^en^tⁱⁿ^U^S^{,” March}^{26, 2008;}
^T^r^an^s^c^ri^pt^an^{d au}^di^{o recordi}ⁿ^g^of^N^R^G
^an^aly^s^{t p}^r^esen^tatioⁿ^oⁿ^f^o^r^m^atioⁿ^o^f^Nu^-
^c^l^e^a^r^I^nno^va^tⁱ^o^{n N}^o^r^t^{h A}^m^e^rⁱ^c^a^,^M^a^r^c^{h 2}⁶^,
^{2008 (t}^ran^s^cri^p^t^f^r^om^F^aⁱ^r^Dⁱ^s^c^l^o^s^u^{re Wi}^re,

CRS-80
^Ty^pe^o^f^Eⁿ^ergy^Techno^-^Net^Sum^-^m^{er Ca-}^Co^st^Co^{st per}^COD^G^reenfield^(G^{) or}
^a^m^e^S^t^ate^L^e^ad^D^e^vel^-^op^er^Ow^ner-^So^urce^l^ogy^pa^cit^y⁽^m^illioⁿ^Kw^Yea^r^B^r^o^w^nf^ield^Sources
^ship^(M^w⁾^$)^(B)
^au^di^{o recordi}ⁿ^g^f^r^om^N^R^G^w^e^bsⁱ^t^e^).
^e^xa^s^T^X^NR^G^U^tility^Nu^clear^A^B^W^R^2,700^$7,⁷³⁶^$2,865²⁰¹⁵^B^“^Nu^{clear P}^o^w^e^{r — L}^eadin^g^th^{e US R}^e^-
^its^vi^va^l^,^”^M^o^d^e^rⁿ^P^o^w^e^r^Sy^st^e^m^s,
^L^o^w^12/^13/^2007;^N^R^G^Pres^s^R^e^l^eas^e,
^9/^24/^2007;^N^R^G^Aⁿ^al^y^s^t^Pres^en^t^a^tⁱ^oⁿ^,
^“^N^R^G^an^{d T}^o^s^h^{iba: Em}^P^o^w^e^rin^g^Nu^clear
^D^e^v^e^l^opm^en^tⁱⁿ^U^S^{,” March}^{26, 2008;}
^T^r^an^s^c^ri^pt^an^{d au}^di^{o recordi}ⁿ^g^of^N^R^G
^an^aly^s^{t p}^r^esen^tatioⁿ^oⁿ^f^o^r^m^atioⁿ^o^f^Nu^-
^c^l^e^a^r^I^nno^va^tⁱ^o^{n N}^o^r^t^{h A}^m^e^rⁱ^c^a^,^M^a^r^c^{h 2}⁶^,
^{2008 (t}^ran^s^cri^p^t^f^r^om^F^aⁱ^r^Dⁱ^s^c^l^o^s^u^{re Wi}^re,
ⁱ^{ki/CRS-RL34746}^au^di^{o recordi}ⁿ^g^f^r^om^N^R^G^w^e^bsⁱ^t^e^).
^g/w^e^xa^s^T^X^NR^G^U^tility^Nu^clear^A^B^W^R^2,700^$8,⁶⁴⁰^$3,200²⁰¹⁵^B^“^Nu^{clear P}^o^w^e^{r — L}^eadin^g^th^{e US R}^e^-
^s^.or^its^vi^va^l^,^”^M^o^d^e^rⁿ^P^o^w^e^r^Sy^st^e^m^s,
^le^ak^Mi^d-^12/^13/^2007;^N^R^G^Pres^s^R^e^l^eas^e,
^://wiki^ate^9/^24/^2007;^N^R^G^Aⁿ^al^y^s^t^Pres^en^t^a^tⁱ^oⁿ^,^“^N^R^G^an^{d T}^o^s^h^{iba: Em}^P^o^w^e^rin^g^Nu^clear
^h^ttp^D^e^v^e^l^opm^en^tⁱⁿ^U^S^{,” March}^{26, 2008;}
^T^r^an^s^c^ri^pt^an^{d au}^di^{o recordi}ⁿ^g^of^N^R^G
^an^aly^s^{t p}^r^esen^tatioⁿ^oⁿ^f^o^r^m^atioⁿ^o^f^Nu^-
^c^l^e^a^r^I^nno^va^tⁱ^o^{n N}^o^r^t^{h A}^m^e^rⁱ^c^a^,^M^a^r^c^{h 2}⁶^,
^{2008 (t}^ran^s^cri^p^t^f^r^om^F^aⁱ^r^Dⁱ^s^c^l^o^s^u^{re Wi}^re,
^au^di^{o recordi}ⁿ^g^f^r^om^N^R^G^w^e^bsⁱ^t^e^).
^P^oⁱⁿ^t^FL^Flo^r^id^a^Utility^Nu^clear^ESB^W^{R o}^r^2,200^$7,911^$3,596²⁰¹⁸^B^Dⁱ^r^ect^T^e^s^tⁱ^m^on^y^of^S^t^ev^en^S^c^rog^g^s^on
^C^a^s^e^Pow^e^r^&^A^P^-¹⁰⁰⁰^beh^a^l^f^of^F^l^ori^d^{a Pow}^e^{r &}^Lⁱ^g^h^t^{, F}^l^ori^d^a
^Li^ght^P^u^{blic Serv}^{ice C}^o^m^mⁱ^s^sⁱ^on^Dock^et
^070650-^{EI, O}^c^t^{ober 16, 2007.}
^P^oⁱⁿ^t^FL^Flo^r^id^a^Utility^Nu^clear^ESB^W^{R o}^r^2,200^$6,838^$3,108²⁰¹⁸^B^Dⁱ^r^ect^T^e^s^tⁱ^m^on^y^of^S^t^ev^en^S^c^rog^g^s^on
^C^a^s^e^Pow^e^r^&^A^P^-¹⁰⁰⁰^beh^a^l^f^of^F^l^ori^d^{a Pow}^e^{r &}^Lⁱ^g^h^t^{, F}^l^ori^d^a
^Li^ght^P^u^{blic Serv}^{ice C}^o^m^mⁱ^s^sⁱ^on^Dock^et
^070650-^{EI, O}^c^t^{ober 16, 2007.}

CRS-81
^Ty^pe^o^f^Eⁿ^ergy^Techno^-^Net^Sum^-^m^{er Ca-}^Co^st^Co^{st per}^COD^G^reenfield^(G^{) or}
^a^m^e^S^t^ate^L^e^ad^D^e^vel^-^op^er^Ow^ner-^So^urce^l^ogy^pa^cit^y⁽^m^illioⁿ^Kw^Yea^r^B^r^o^w^nf^ield^Sources
^ship^(M^w⁾^$)^(B)
^P^oⁱⁿ^t^FL^Flo^r^id^a^Utility^Nu^clear^ESB^W^{R o}^r^2,200^$9,988^$4,540²⁰¹⁸^B^Dⁱ^r^ect^T^e^s^tⁱ^m^on^y^of^S^t^ev^en^S^c^rog^g^s^on
^C^a^s^e^Pow^e^r^&^A^P^-¹⁰⁰⁰^beh^a^l^f^of^F^l^ori^d^{a Pow}^e^{r &}^Lⁱ^g^h^t^an^{d N}^eed
^Li^ght^Stu^d^y^f^o^{r Electrical P}^o^w^e^{r, Florida P}^u^blic
^S^e^rvⁱ^{ce C}^o^m^mⁱ^s^sⁱ^oⁿ^D^o^ck^et^070650-^EI,
^O^c^t^{ober 16, 2007.}
^mme^r^SC^So^uth^Utility^Nu^clear^A^P¹⁰⁰⁰^2,234^$9,800^$4,387²⁰¹⁶^B^J^oin^t^pres^s^releas^{e by}^SC^A^N^A^C^o^{rp. an}^d
^Car^o^lin^a^S^aⁿ^t^{ee C}^{ooper, May}^{27, 2008.}
^{Electric &}
^Gas
ⁱ^{ki/CRS-RL34746}
^g/w^N^u^c^l^ea^r^P^r^o^j^ec^t^C^o^s^t^T^r^en^d^s
^s^.or
^le^ak
^$7,⁰⁰⁰^tⁱ^ng
^://wiki^$6,⁰⁰⁰^r^a
^h^ttp^$5,⁰⁰⁰^e^ne
^G^t^y
^$4,⁰⁰⁰^a^t^t^o^f^aci
^$3,⁰⁰⁰^l^o^w^C^a^p
^$2,⁰⁰⁰^r^Ki
^$1,⁰⁰⁰^s^t^pe
^$-^C^o
¹⁹⁹⁰¹⁹⁹⁵²⁰⁰⁰²⁰⁰⁵²⁰¹⁰²⁰¹⁵²⁰²⁰
^P^l^anⁿ^e^d^C^o^m^m^e^r^cⁱ^a^l^O^p^er^atⁱⁿ^g^D^a^t^e
^P^r^o^j^e^c^ts^Us^e^dⁱⁿ^C^o^s^t^E^s^ti^m^a^t^e^O^t^h^e^r^P^r^oj^ec^t^s

CRS-82
cle
Combined Cycle Projects Selected for Cost Estimate
(Average Cost per Kw: $1,165; Rounded Average: $1,200)
^Ty^pe^o^f^Eⁿ^ergy^Techno^-^Net^Sum^-^m^{er Ca-}^Co^st^COD^G^reenfield^(G^{) or}
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ow^ner-^So^urce^l^ogy^pa^cit^y⁽^m^illioⁿ^Cos^t^{per Kw}^Yea^r^B^r^o^w^nf^ield^Sources
^ship^(M^w⁾^$)^(B)
^d^FL^J^E^A^U^tility^NG^Co^m^bⁱⁿ^ed⁵⁵³^$600^$1,085²⁰¹²^G^D^avⁱ^d^H^uⁿ^t^{, “}^J^EA^Pl^an^s^N^e^w^N^a^t^u^ral^G^a^s
^Ce^n-^Cy^c^l^e^P^l^an^{t,” T}^h^{e Florida T}ⁱ^m^e^s^-^Un^ion^,^J^uⁿ^e^27,
^2008;^JEA^,^“^P^ropos^{ed Pow}^e^{r Pl}^an^t^:^G^r^een^-
^l^aⁿ^d^Eⁿ^e^r^g^y^C^eⁿ^t^e^r^”^[^www.^j^e^a^.^c^o^m]^;^Aⁱ^r
^P^e^r^m^{it A}^p^p^licatioⁿ^to^th^{e Flo}^r^id^{a Dep}^a^r^t^-
^m^e^nt^o^f^E^nvi^r^o^nm^eⁿ^t^a^l^P^r^o^t^e^c^tⁱ^o^n,^N^o^.
ⁱ^{ki/CRS-RL34746}^0310072-^015.
^g/w^o^w^e^r^C^A^Macqu^a^rie^IPP^N^G^C^om^biⁿ^e^d⁴⁸³^$530^$1,097²⁰¹²^G^A^pplⁱ^catⁱ^oⁿ^of^A^v^en^al^Pow^e^{r C}^eⁿ^t^{er, L}^L^C^,
^s^.or^En^erg^y^Cy^c^l^e^su^b^m^itted^to^th^{e Calif}^o^rⁿⁱ^{a En}^er^g^y^Co^m^mⁱ^s-
^le^ak^No^rth^sⁱ^on^D^o^ck^et^N^o^{. 08-}^A^F^C^-^{1, 2/}^13/^08.
^A^m^erican
^://wiki^Tr^a^dⁱⁿ^g
^h^ttp^In^c.
^l^a^nd^FL^Flo^r^id^a^Utility^NG^Co^m^bⁱⁿ^ed³⁰⁰^$350^$1,167²⁰¹¹^B^F^l^o^ri^{da Mu}ⁿⁱ^ci^pal^Pow^e^{r A}^g^en^cy^Pres^s^R^e^-
^d^M^uni^cⁱ^p^a^l^Cy^c^l^e^l^eas^{e, Jan}^u^a^ry^{9, 2008.}
^Pow^e^r
^A^g^en^cy
^e^n-^C^A^P^acifⁱ^{c Gas}^Utility^NG^Co^m^bⁱⁿ^ed⁵²⁷^$673^$1,277²⁰¹⁰^G^P^aci^fⁱ^{c G}^a^s^&^El^ect^ri^{c C}^o^{., O}^p^enⁱⁿ^g^Bri^e^f
^&^Electric^Cy^c^l^e^b^e^f^o^r^e^th^{e Calif}^o^rⁿⁱ^{a P}^u^b^{lic Utilities Co}^m^-
^Co^.^mⁱ^s^sⁱ^on^{, D}^o^ck^et^A^.^07-^11-^009.
^r^eek^SD^B^a^sⁱⁿ^Elec-^Utility^NG^Co^m^bⁱⁿ^ed³⁰⁰^$330^$1,100²⁰¹²^G^B^asⁱⁿ^El^ect^ri^{c Pow}^e^{r C}^ooperatⁱ^v^{e, “}^D^eer
^tr^{ic P}^o^w^e^r^Cy^c^l^e^C^r^eek^Station^J^oⁱⁿ^s^B^a^sⁱⁿ^Electric’^s^Fleet,”
^C^oopera-^Basⁱⁿ^T^oday^,^Nov^e^m^b^er/Decem^{ber 2007.}
^tiv^e
^llen^NV^Nev^a^d^a^Utility^NG^Co^m^bⁱⁿ^ed⁴⁸⁴^$682^$1,409²⁰¹¹^B^N^ev^{ada P}^u^blic^Utilities^C^o^m^mⁱ^s^sⁱ^on^Dock^et
^d^Pow^e^r^Cy^c^l^e^N^o^{. 08-}^03-^034:^A^pplⁱ^catⁱ^oⁿ^of^N^e^v^a^da

CRS-83
^Ty^pe^o^f^Eⁿ^ergy^Techno^-^Net^Sum^-^m^{er Ca-}^Co^st^COD^G^reenfield^(G^{) or}
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ow^ner-^So^urce^l^ogy^pa^cit^y⁽^m^illioⁿ^Cos^t^{per Kw}^Yea^r^B^r^o^w^nf^ield^Sources
^ship^(M^w⁾^$)^(B)
^Pow^e^r;^Dⁱ^rect^T^e^s^tⁱ^m^on^y^on^Beh^a^l^f^of^N^e^-
^v^a^d^a^P^o^w^e^r^o^f^W^illiam^Ro^d^g^er^{s, Ro}^b^e^r^t^o
^D^eⁿⁱ^s,^aⁿ^d^J^o^{hn Le}^sc^eⁿ^ski^.
^d^M^I^Co^nsum^e^r^s^Utility^NG^Co^m^bⁱⁿ^ed⁵¹²^$521^$1,017²⁰¹¹^B^Dⁱ^r^ect^t^e^s^tⁱ^m^onⁱ^e^s^of^L^y^l^e^T^h^orn^t^on^an^d
^En^erg^y^Cy^c^l^e^Mich^{ael T}^o^rrey^{, on}^beh^a^lf^of^C^oⁿ^s^u^m^ers
^En^erg^y^C^o^{., bef}^o^{re th}^{e Mich}^ig^an^P^u^{blic Ser-}
^vⁱ^{ce C}^o^m^mⁱ^s^sⁱ^on^{, C}^a^s^e^U^-^{15290, May}^1,
^2007.
ⁱ^{ki/CRS-RL34746}^C^o^m^bⁱⁿ^ed^C^y^cl^e^P^r^o^j^ec^t^C^o^s^t^T^r^en^d^s
^g/w
^s^.or^$1^,⁶⁰⁰
^le^ak^g
^$1^,⁴⁰⁰^tⁱⁿ
^://wiki^$1^,²⁰⁰ⁿ^e^r^a
^h^ttp^$1^,⁰⁰⁰^Ge
^o^f^a^cⁱ^t^y
^$8⁰⁰^wa^t^t^p
^$6⁰⁰^Kⁱ^l^o^Ca
^$4⁰⁰^t^p^e^r
^$2⁰⁰^C^o^s
^$-
²⁰⁰⁴²⁰⁰⁶²⁰⁰⁸²⁰¹⁰²⁰¹²²⁰¹⁴²⁰¹⁶
^P^l^anⁿ^e^d^C^o^m^m^er^ci^al^Op^er^a^tⁱⁿ^g^D^a^te
^P^r^o^j^e^c^ts^U^s^e^dⁱⁿ^C^o^s^t^E^s^tⁱ^m^a^te^Ot^her^P^r^oj^ec^t^s

CRS-84
Wind Projects Selected for Cost Estimate
(Average Cost per Kw: $2,106; Rounded Average: $2,100)
^Ty^pe^o^f^Eⁿ^ergy^Techno^-^Net^Sum^-^m^{er Ca-}^Co^st^COD^G^reenfield^(G^{) or}
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ow^ner-^So^urce^l^ogy^pa^cit^y⁽^m^illioⁿ^Cos^t^{per Kw}^Yea^r^B^r^o^w^nf^ield^Sources
^ship^(M^w⁾^$)^(B)
^MN^Minⁿ^e^s^o^ta^Utility^Ren^e^w^a^b^l^e^Wⁱⁿ^d²⁵^$50^$2,000²⁰⁰⁸^G^Mⁱⁿⁿ^e^s^o^{ta P}^o^w^e^{r C}^o^{., P}^e^tition^f^o^{r A}^p^-
ⁿ^e^r^gy^Pow^e^r^Tu^r^bⁱⁿ^e^p^r^o^v^{al, Min}ⁿ^e^so^{ta P}^u^b^{lic Utilities Co}^m^mⁱ^s-
^sⁱ^on^D^o^ck^et^E015/^M-^07-^{1064, A}^ugust³^,
^2007.
ⁱ^{ki/CRS-RL34746}^y^WI^Wi^s^c^on^sⁱⁿ^Electric^Utility^Ren^e^w^a^b^l^e^Wⁱⁿ^d^Tu^r^bⁱⁿ^e¹⁴⁵^$313^$2,152²⁰⁰⁸^G^Fⁱⁿ^al^D^eci^sⁱ^on^{, Wi}^s^c^on^sⁱⁿ^Pu^blⁱ^c^S^e^rvⁱ^c^e^C^o^m^mⁱ^s^sⁱ^on^{, A}^pplⁱ^catⁱ^oⁿ^of^Wi^s^c^on^sⁱⁿ
^g/w^r^oj^ect^Pow^e^r^C^o^.^El^ect^ri^{c Pow}^e^{r C}^o^{., D}^o^ck^et^6630-^C^E^-^294,
^s^.or^F^e^bru^a^ry^{1, 2007;}^WEPC^O^S^econ^d^Q^u^art^e^r
^le^ak^{2007 Prog}^res^s^R^e^port^,^Fⁱ^l^e^6630-^C^E^-^294,
^://wiki^Ju^l^y^{30, 2007.}
^h^ttp^g^e^WI^Wi^s^c^on^sⁱⁿ^Utility^Ren^e^w^a^b^l^e^Wⁱⁿ^d⁶⁸^$165^$2,439²⁰⁰⁸^G^A^llian^t^En^erg^y^w^e^{b s}^{ite, acces}^s^e^{d 2/5/2008}
^a^rm^Pow^e^r^aⁿ^d^Tu^r^bⁱⁿ^e^[^h^t^t^p^:^/^/^www.^a^llian^t^en^er^g^y^.co^m^/d^o^c^s/g^r^o^u^p^s
^Li^ght^/^p^u^b^lⁱ^c^/^docu^m^en^t^s^/^p^u^b^/^p015392.h^c^s^p#P78_
^{15008]; A}^llian^t^En^erg^y^pres^s^releas^{e, J}^u^ly
^{2, 2007; A}^llian^t^Secon^d^Qu^{arter 2007 P}^r^og^-
^res^s^R^e^port^,^D^o^ck^et^6680-^C^E^-^{171, O}^c^t^ober
^{31, 2007;}^Wi^s^c^on^sⁱⁿ^Pu^blⁱ^c^S^e^rvⁱ^{ce C}^o^m^-
^mⁱ^s^sⁱ^on^{, C}^e^rtif^{icate an}^{d Order, Dock}^et
^6680-^C^E^-^{171, May}^{10, 2007.}
^o^uⁿ^t^y^KA^W^e^star^Utility^Ren^e^w^a^b^l^e^Wⁱⁿ^d¹⁴⁹^$269^$1,806²⁰⁰⁸^G^K^an^s^a^s^S^t^at^{e C}^o^rporatⁱ^oⁿ^C^o^m^mⁱ^s^sⁱ^on^,
^a^rm^En^erg^y^Tu^r^bⁱⁿ^e^Fⁱⁿ^a^l^O^r^{der, D}^o^ck^et^08-^WS^EE-^309-^PR^E,
^Decem^{ber 27, 2007; Direct T}^e^s^tim^on^y^of
ⁱ^nd^G^r^eg^A^.^G^r^een^w^{ood, Wes}^t^{ar En}^erg^y^,
^D^o^ck^et^08-^WS^EE-^309-^PR^{E, O}^c^t^{ober 1,}
^2007;^Dⁱ^rect^T^e^s^tⁱ^m^on^y^of^Mi^ch^ael^K^.

CRS-85
^Ty^pe^o^f^Eⁿ^ergy^Techno^-^Net^Sum^-^m^{er Ca-}^Co^st^COD^G^reenfield^(G^{) or}
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ow^ner-^So^urce^l^ogy^pa^cit^y⁽^m^illioⁿ^Cos^t^{per Kw}^Yea^r^B^r^o^w^nf^ield^Sources
^ship^(M^w⁾^$)^(B)
^Elen^baas^{, W}^e^s^t^{ar En}^erg^y^{, Dock}^{et 08-}
^WS^EE-^309-^PR^{E, O}^c^t^{ober 1, 2007.}
ⁿ^d^SD^Nav^itas^IP^P^R^en^ew^able^Wⁱⁿ^d²⁰⁰^$300^$1,500²⁰¹⁰^G^W^ayⁿ^e^Ortm^an^{, “}^S^ou^th^Dak^o^{ta: State Util-}
^En^erg^y^Tu^r^bⁱⁿ^e^ities^C^o^m^mⁱ^s^sⁱ^on^A^pprov^es^P^e^rm^{it f}^o^{r $300}
^Millioⁿ^Wⁱⁿ^d^Far^m^{,” A}^sso^ciated^P^r^ess,
^Juⁿ^e^{26, 2007;}^{2010 C}^O^D^dat^e^{per t}^e^l^econ
^wⁱ^t^h^D^o^u^g^C^opel^aⁿ^d^of^N^a^vⁱ^t^a^s^,^2/^12/^2008.
^e^e^M^N^Wⁱ^sc^oⁿ^sin^Utility^Ren^e^w^a^b^l^e^Wⁱⁿ^d²⁰⁰^$463^$2,313²⁰¹⁰^G^A^llian^t^En^erg^y^pres^s^releas^{e, J}^uⁿ^e^{6, 2008;}
^a^rm^Pow^e^r^aⁿ^d^Tu^r^bⁱⁿ^e^A^p^p^lⁱ^c^a^tⁱ^o^{n o}^f^Wⁱ^sc^oⁿ^si^{n P}^o^w^e^r^{& Li}^ght
^Li^ght^b^e^f^o^r^e^th^{e W}ⁱ^scoⁿ^sin^P^u^b^{lic Ser}^v^{ice Co}^m^-
ⁱ^{ki/CRS-RL34746}^mⁱ^s^sⁱ^on^{, D}^o^ck^et^6680-^C^E^-^{173, Ju}ⁿ^e^6,
^g/w^2008.
^s^.or^r^eek^I^A^Wⁱ^sc^oⁿ^sin^Utility^Ren^e^w^a^b^l^e^Wⁱⁿ^d⁹⁹^$251^$2,535²⁰⁰⁹^G^Wⁱ^s^con^sⁱⁿ^Pu^blⁱ^c^S^e^rvⁱ^{ce C}^o^m^mⁱ^s^sⁱ^oⁿ^,
^le^ak^r^oj^ect^P^u^b^lic^Tu^r^bⁱⁿ^e^C^e^rtⁱ^fⁱ^cat^{e an}^{d O}^r^{der, D}^o^ck^et^6690-^C^E^-
^Ser^v^ice^{194, May}^{22, 2008;}^Wi^s^c^on^sⁱⁿ^Pu^blⁱ^c^S^e^r-
^://wiki^vⁱ^{ce Co}^m^mⁱ^ssioⁿ^{, letter}^am^en^dⁱⁿ^g^Cer^tif^i-
^h^ttp^cat^{e an}^{d O}^r^{der, D}^o^ck^et^6690-^C^E^-^{194, May}
^{28, 2008.}

CRS-86
^Wⁱ^{nd P}^r^oj^e^c^t^Co^s^t^T^r^e^nds
^$3,⁰⁰⁰
^$2,⁵⁰⁰^ofⁱ^t^y
^c
^$2,⁰⁰⁰^w^a^t^t^a^pa
^o^g^C
^$1,⁵⁰⁰^r^Kⁱ^l^tⁱⁿ
^$1,⁰⁰⁰^s^t^pe^ne^r^a
^o^G^e
^$5⁰⁰^C
^$-
²⁰⁰⁴²⁰⁰⁵²⁰⁰⁶²⁰⁰⁷²⁰⁰⁸²⁰⁰⁹²⁰¹⁰²⁰¹¹
^P^l^anⁿ^e^d^C^o^m^m^e^r^ci^al^Op^e^r^atiⁿ^g^D^a^t^e
ⁱ^{ki/CRS-RL34746}^P^r^o^j^ec^t^s^U^s^edⁱⁿ^C^o^s^t^E^s^tⁱ^m^a^t^e^Ot^he^r^P^r^ojec^t^s

^g/w
^s^.or
^le^ak
^://wiki
^h^ttp

CRS-87
mal
Geothermal Projects Selected for Cost Estimate
(Average Cost per Kw: $3,170; Rounded Average: $3,200)
^Ty^pe^o^f^Eⁿ^ergy^Techno^-^Net^Sum^-^m^{er Ca-}^Co^st^COD^G^reenfield^(G^{) or}
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ow^ner-^So^urce^l^ogy^pa^cit^y⁽^m^illioⁿ^Cos^t^{per Kw}^Yea^r^B^r^o^w^nf^ield^Sources
^ship^(M^w⁾^$)^(B)
^OR^No^rth^w^est^IPP^R^en^ew^abl^e^G^e^ot^h^e^rm^al¹²⁰^$300^$2,500²⁰¹¹^G^Cⁱⁿ^dy^Pow^e^rs^{, “}^S^uⁱ^t^Mean^s^Lⁱ^k^e^l^y^D^e^l^a^y^sⁱⁿ
^{o Pro-}^Geo^t^h^e^rm^al^Propos^{ed G}^e^ot^h^e^rm^al^Pl^an^t^,^{” T}^h^{e (Ben}^d,
^a^s^e^I^O^r^eg^on^{) Bu}^l^l^e^tⁱⁿ^{, 121/}^21/^2006;^G^aⁱ^l^Kⁱⁿ^s^ey
^{Hill, “}^C^o^m^p^aⁿ^y^{Set to}^P^r^o^b^e^Cr^ater^A^r^{ea f}^o^r
^Geoth^e^rm^{al P}^r^oj^{ect,” T}^h^{e (P}^ortlan^d^{, Oreg}^on⁾
ⁱ^{ki/CRS-RL34746}^O^r^eg^onⁱ^aⁿ^,^11/^29/^2007;
^g/w^[^h^t^t^p^:^/^/^www.ⁿ^e^wb^e^r^r^y^g^e^o^t^h^e^r^m^a^l^.^c^o^m^/
^s^.or^proj^ect^.h^t^m^].
^le^ak^r^I^NV^Nev^a^d^a^IPP^R^en^ew^abl^e^G^e^ot^h^e^rm^al³⁵^$120^$3,429²⁰⁰⁹^G^“^N^e^v^a^{da G}^e^ot^h^e^rm^al^Pow^e^{r A}^r^ran^g^e^s^$120
^://wiki^o^un-^Geo^t^h^e^rm^al^Pow^e^r^m^l^Fi^na^ncⁱ^{ng t}^o^B^e^gi^{n 3}⁵^-^M^W^P^r^o^j^e^c^tⁱⁿ^N^e^v^a^{da,” Pl}^at^t^s^G^l^obal^Pow^e^{r R}^e^port^,
^h^ttp^8/^2/^2007.
^r^ID^{U.S. Geo}^-^IP^P^R^en^ew^able^Geoth^e^rm^al¹⁴^$39^$2,847²⁰⁰⁸^B^R^{obert P}^e^{ltier, “}^R^en^ew^{able T}^{op P}^l^an^ts^,”
^th^er^m^a^l^P^o^w^e^{r Mag}^azin^e^{, Decem}^{ber 2007; EER}^E
^N^e^t^w^ork^N^e^w^s^{, 1/}^9/^2008.
^u^r^NV^Fo^r^tis^IPP^R^en^ew^abl^e^G^e^ot^h^e^rm^al³²^$125^$3,906²⁰⁰⁹^G^T^h^o^m^a^s^R^aⁱⁿ^s^,^“^E^IF^Dⁱ^s^h^es^O^u^t^L^{ead S}^l^ot^s
^Cap^ital^f^o^{r W}^e^s^t^ern^P^r^oj^ects^,^{” P}^o^w^e^{r, Fin}^aⁿ^{ce an}^d
^Rⁱ^s^k^{, 12/}^14/^2007.

CRS-88
^G^e^o^t^he^r^m^a^l^P^r^oj^e^c^t^C^o^s^t^Tr^e^nds
^$4^,⁵⁰⁰
^$4^,⁰⁰⁰ⁱⁿ^g
^$3^,⁵⁰⁰^r^a^t
^$3^,⁰⁰⁰^G^e^ne
^$2^,⁵⁰⁰^t^t^of^aci^ty
^$2^,⁰⁰⁰^l^o^w^a^C^a^p
^$1^,⁵⁰⁰^r^Kⁱ
^$1^,⁰⁰⁰^s^t^pe
^$50⁰^C^o
^$-
²⁰⁰⁷^.⁵²⁰⁰⁸²⁰⁰⁸^.⁵²⁰⁰⁹²⁰⁰^9.⁵²⁰¹⁰²⁰¹^0.⁵²⁰¹¹²⁰¹^1.⁵
ⁱ^{ki/CRS-RL34746}^P^l^anⁿ^e^d^C^o^m^m^e^r^cⁱ^al^Op^er^atiⁿ^g^D^a^t^e
^g/w
^s^.or^P^r^o^j^ec^t^s^U^s^{ed i}ⁿ^C^o^s^t^E^s^tⁱ^m^a^t^e^O^t^he^r^P^r^o^j^ec^t^s

^le^ak
^://wiki
^h^ttp

CRS-89
hermal
Solar Thermal Projects Selected for Cost Estimate
(Average Cost per Kw: $3,436; Rounded Average: $3,400)
^Ty^pe^N^e^t^S^u^mme^r^Co^st^G^reenfield
^a^m^e^S^t^ate^L^e^ad^D^e^vel^-^op^er^of^Owⁿ^-^Eⁿ^ergy^So^urce^Techno^-^l^ogy^Ca^pa^city⁽^m^illioⁿ^Co^{st per}^Kw^COD^Yea^r^(G^{) or}^B^r^o^w^nf^ield^Sources
^ers^hip^(M^w⁾^$)^(B)
^C^A^Be^t^h^e^l^IP^P^R^en^ew^able^T^h^erm^a^l⁹⁹^$368^$3,725²⁰⁰⁸^G^K^at^y^Bu^rn^{e, “}^C^alⁱ^f^ornⁱ^{a S}^o^l^a^{r Pl}^at^f^o^rm
^En^erg^y^{1 an}^d^PT^Nears^Stak^{e Sales}^,^{” P}^o^w^e^{r, Fin}^aⁿ^{ce an}^d
²^Rⁱ^s^k^{, O}^c^t^{ober 5, 2007;}^“^P^roj^ect^Fⁱⁿ^aⁿ^c^e
^{Deal B}^ook^{,” P}^o^w^e^{r, Fin}^aⁿ^{ce an}^{d R}ⁱ^s^k^{, J}^aⁿ^u^-
^ary^{26, 2007; C}^a^lif^orⁿⁱ^{a P}^u^{blic Utilities}
ⁱ^{ki/CRS-RL34746}^C^o^m^mⁱ^s^sⁱ^on^{, R}^e^s^o^l^u^tⁱ^oⁿ^E-^{4073, March}^15,
^g/w^2007.
^s^.or^C^A^B^rⁱ^ght^So^ur^c^e^IP^P^R^en^ew^able^T^h^erm^a^l⁴⁰⁰^$1,200^$3,000²⁰¹²^G^P^et^{er Mal}^oⁿ^e^y^,^“^S^ol^{ar Pow}^e^{r H}^eat^s^U^p^{, F}^u^-
^le^ak^En^erg^y^To^w^e^r^{eled by}^In^cen^tiv^es^an^{d th}^{e P}^r^os^pects^of
^://wiki^Utility^-^S^{cale P}^r^o^j^{ects,” P}^l^{atts Glo}^b^a^{l P}^o^w^e^r^R^e^port^,^N^o^v^e^m^b^{er 1, 2007;}^“^S^t^o^rag^e^:^S^o^l^a^r
^h^ttp^P^o^w^e^r^’^{s Nex}^t^Fr^oⁿ^tier^,^{” P}^l^{atts Glo}^b^a^{l P}^o^w^e^r
^R^e^port^,^N^o^v^e^m^b^{er 1, 2007;}^C^a^lⁱ^f^ornⁱ^{a En}^-
^erg^y^C^o^m^mⁱ^s^sⁱ^on^{, Iv}^an^pah^{Solar Electric}
^Gen^e^ratin^g^Sy^s^t^em^Lⁱ^cen^sⁱⁿ^g^C^a^s^e^{, Dock}^et
⁰⁷^-^A^F^C^-⁰⁵^[^h^t^t^p^:^/^/^www.^eⁿ^e^r^g^y^.^c^a^.^g^o^v^/
^sitin^g^cases/iv^an^p^a^h^/in^d^e^x^.^h^t^m^l^]^.
^Eⁿ^-^C^A^A^u^s^r^{a In}^c.^IP^P^R^en^ew^able^T^h^erm^a^l¹⁷⁷^$550^$3,107²⁰¹²^G^“^PG^&^E^Sⁱ^gⁿ^s^PPA^f^o^{r 177-}^{MW S}^o^l^a^{r Pro-}
^Oth^e^r^j^{ect b}^y^A^u^sr^{a in}^San^L^u^{is Ob}^isp^o^Co^uⁿ^t^y^,
^Calif^{.,” P}^l^{atts Glo}^b^a^{l P}^o^w^e^r^Rep^o^r^{t, No}^v^e^m^-
^{ber 8, 2007;}^C^a^lⁱ^f^ornⁱ^{a En}^erg^y^C^o^m^mⁱ^s^sⁱ^on^,
^C^a^rri^z^{o En}^erg^y^S^o^l^a^{r F}^a^rm^P^o^w^e^{r P}^l^an^t^Lⁱ^-
^cen^sⁱⁿ^g^C^a^s^e^{, Dock}^{et 07-}^A^F^C^-⁰⁸
^[^h^t^t^p^:^/^/^www.^eⁿ^e^r^g^y^.^c^a^]^.
^N^V^A^ccion^a^I^P^P^R^eⁿ^e^w^a^ble^T^h^e^rm^al⁶⁴^$250^$3,⁹⁰⁶²⁰⁰⁷^G^R^{obert P}^e^{ltier, “}^R^en^ew^{able T}^{op P}^l^an^ts^,”

CRS-90
^Ty^pe^N^e^t^S^u^mme^r^Co^st^G^reenfield
^a^m^e^S^t^ate^L^e^ad^D^e^vel^-^op^er^of^Owⁿ^-^Eⁿ^ergy^So^urce^Techno^-^l^ogy^Ca^pa^city⁽^m^illioⁿ^Co^{st per}^Kw^COD^Yea^r^(G^{) or}^B^r^o^w^nf^ield^Sources
^ers^hip^(M^w⁾^$)^(B)
^S^{olar P}^o^w^e^r^P^T^P^ow^{er Mag}^azin^e^{, Decem}^{ber 2007.}
^Solar^CA^So^{lel So}^lar^IP^P^R^en^ew^able^T^h^erm^a^l⁵⁵⁴^$2,000^$3,610²⁰¹¹^G^T^eren^{ce C}^h^{ea, “}^P^G^&^{E t}^o^Bu^y^El^ect^ri^ci^t^y
^Sy^stem^s^PT^f^r^om^Mas^sⁱ^v^e^{Solar P}^a^rkⁱⁿ^Moj^a^v^e^Des^e^rt,”
^A^s^s^o^ci^at^{ed Pres}^s^,^Ju^l^y^{26, 2007;}^C^a^lⁱ^f^ornⁱ^a
^P^u^b^{lic Utilities Co}^m^mⁱ^ssioⁿ^,^Reso^lu^tioⁿ^E-
^{4138, Decem}^{ber 20, 2007.}
^CO^{Xcel En}^er^g^y^Utility^Ren^e^w^a^b^l^e^T^h^e^r^m^al²⁰⁰^$600^$3,000²⁰¹⁶^G^S^t^e^v^e^R^{aabe, “}^Bⁱ^g^S^o^l^a^{r G}^eⁿ^e^rat^o^{r Propos}^ed
^l^UNK^by^{Xcel,” T}^h^{e Den}^v^e^{r P}^o^s^t^{, Nov}^e^m^b^{er 16,}
^2007.
ⁱ^{ki/CRS-RL34746}^o^u^p^FL^Flo^r^id^a^Pow^e^r^&^Utility^Ren^e^w^a^b^l^e^T^h^e^r^m^al^Oth^e^r³⁰⁰^$900^$3,000²⁰¹⁴^G^“^F^P^L^Pl^an^s^t^o^Buⁱ^l^d^300-^{MW S}^o^l^a^{r Proj}^ectⁱⁿ^F^l^ori^d^{a an}^{d Ex}^pan^d^C^a^lⁱ^f^ornⁱ^{a Pl}^an^t^by
^g/w^Li^ght^{200 MW,” Pl}^at^t^s^G^l^obal^Pow^e^{r R}^e^port^,^S^e^p-
^s^.or^t^e^m^b^{er 27, 2007}
^le^ak
^Solar^CA^Flo^r^id^a^IP^P^R^en^ew^able^T^h^erm^a^l²⁵⁰^$1,000^$4,000²⁰¹¹^G^“^F^P^L^Pl^an^s^t^o^Buⁱ^l^d^300-^{MW S}^o^l^a^{r Proj}^ect
^://wiki^P^r^o-^Pow^e^r^&^PTⁱⁿ^F^l^ori^d^{a an}^{d Ex}^pan^d^C^a^lⁱ^f^ornⁱ^{a Pl}^an^t^by
^h^ttp^Li^ght^Eⁿ^e^r^gy^,^{200 MW,” Pl}^at^t^s^G^l^obal^Pow^e^{r R}^e^port^,^S^e^p-
^LLC^t^e^m^b^{er 27, 2007;}^C^a^lⁱ^f^ornⁱ^{a En}^erg^y^C^o^m^-
^mⁱ^s^sⁱ^on^{Fact Sh}^{eet, B}^eacon^{Solar En}^erg^y
^Proj^ect^(08-^A^F^C^-^2).
^e^n-^AZ^Arⁱ^z^oⁿ^a^P^u^b^-^Utility^Ren^e^w^a^b^l^e^T^h^e^r^m^al²⁸⁰^$1,000^$3,571²⁰¹¹^G^R^y^aⁿ^R^aⁿ^d^{azzo, “}^P^lan^t^{to Brig}^h^t^en^S^t^ate’^s
^{lic Ser}^v^ice^PT^So^lar^Fu^tu^r^e^{,” T}^h^{e A}^r^izoⁿ^{a Rep}^u^b^lic,
^{2/21/2008; h}^ttp://^www.^a^p^s^.^c^o^m/^S^o^l^aⁿ^a^;
^T^h^o^m^{as F. A}^r^mⁱ^stead^{, “}^A^rⁱ^zoⁿ^a^Utility
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^N^e^w^s^-^R^{ecord, 2/}^28/^08.

CRS-91
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CRS-92
Photovoltaic
Solar Photovoltaic (PV) Projects Selected for Cost Estimate
(Average Cost per Kw: $6,552; Rounded Average: $6,600)
^Ty^pe^o^f^Eⁿ^ergy^Techno^-^Net^Sum^-^m^{er Ca-}^Co^st^COD^G^reenfield^(G^{) or}
^a^m^e^S^t^ate^Le^a^d^D^e^-^vel^o^p^e^r^Ow^ner-^So^urce^l^ogy^pa^cit^y⁽^m^illioⁿ^Cos^t^{per Kw}^Yea^r^B^r^o^w^nf^ield^Sources
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ⁱ^r^NV^MMA^IP^P^R^en^ew^able^P^V¹⁴^$100^$7,143²⁰⁰⁷^G^T^on^y^{Illia, “}^N^orth^A^m^erica’^s^L^a^rg^es^{t P}^V
^a^s^e^Re^ne^w^a^b^l^e^P^o^w^e^r^p^l^a^ntⁱⁿ^Se^r^vⁱ^c^e^,^”^E^ngi^ne^e^rⁱ^{ng N}^e^w^s^-
^V^e^nt^ur^e^s^R^{ecord, Decem}^{ber 21, 2007; Nev}^a^{da P}^o^w^e^r
^P^r^es^s^R^e^leas^{e, Decem}^{ber 17, 2007; Joh}ⁿ^G.
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^g/w^Jou^rⁿ^a^{l, Decem}^{ber 18, 2007.}
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Appendix C. Estimates of Technology Costs and
Efficiency with Carbon Capture
Pulverized Coal with Carbon Capture
The costs and heat rate for a supercritical pulverized coal plant with carbon
capture is primarily based on information from MIT’s 2007 study, The Future of⁹⁷
Coal. MIT estimated that a new supercritical plant built with amine scrubbing for
CO² removal would have the following characteristics:
^!CO² capture rate: 90%
^!Change in efficiency compared to a new plant without carbon
capture: -23.9% (from 38.5% to 29.3%). This equates to an
increase in the heat rate of 31.3%.
^!Increase in capital cost: 61%.⁹⁸
For a new plant with amine scrubbing to have the same 600 MW net capacity
as a new plant without carbon controls, the size of the plant has to be scaled up to
account for the electricity and steam demands of the capture system. The increase
is proportional to the change in efficiency. Therefore, a developer would have to
build the equivalent of a 788 MW plant with carbon capture to get 600 MW of net
capacity, with the difference (188 MW) consumed by the amine scrubbing system,
either in the form of steam diverted from power generation or electricity used to⁹⁹
compress the CO².
MIT does not break out the variable and fixed O&M costs for carbon capture,
as required by the financial model used in this study. These costs were calculated
from a DOE study of the costs of retrofitting carbon capture to the Conesville Unit
5 coal-fired plant in Ohio. Based on this study, the incremental O&M costs for
carbon capture are $8.24 per kW for fixed O&M and $7.79 per Mwh for variable
O&M (2006 dollars).¹⁰⁰ These costs for operating the carbon capture system are
added to the base O&M costs for a coal-fired plant, as estimated by EIA, to calculate
the total O&M costs for the plant.

⁹⁷ MIT, The Future of Coal, 2007, p. 30, Table 3.5.
⁹⁸ Another recent study shows a capital cost premium of 82%. DOE/National Energy
Technology Laboratory, Cost and Performance Baseline for Fossil Energy Plants, Volume

1, May 2007, Exhibit 4-46.

⁹⁹ The required capacity is computed as 600 MW x (base efficiency of 38.5% / efficiency
with carbon capture of 29.3%) = 788.4 MW.
¹⁰⁰ The DOE study estimates the incremental O&M costs for the carbon capture system.
These costs, in 2006 dollars, are fixed O&M of $2.5 million per year and variable O&M of
$17.6 million. The capacity of the unit after the installation of carbon capture is 303,317
kW, and the estimated capacity factor is 85%. The fixed O&M per kW is therefore $17.6
million / 303,317 kW = $8.24 per kW. The variable O&M per Mwh is $17.6 million /
(303,317 x 85% x 8760 hours / 1000) = $7.79 per Mwh. DOE /National Energy Technology
Laboratory, Carbon Dioxide Capture from Existing Coal-Fired Power Plants, DOE/NETL-

401/110907, revised November 2007, pp. ES-3, 120, and 124.

The estimated characteristics of a new supercritical pulverized coal plant with
amine scrubbing are:
^!Capacity: 600 MW.
^!Heat rate: the base heat rate of 9,200 btus per kWh in 2008 increases
by 31.3% to 12,080 btus per kWh.
^!Overnight capital cost: $4,025 per kW (base 2008 cost of $2,500 per
kW increased by 61%).
^!Variable O&M costs (2006 dollars): a base value of $5.86 per Mwh
plus the carbon control incremental cost of $7.79 per Mwh for a total
of $13.65 per Mwh.
^!Fixed O&M costs (2006 dollars): a base of $35.20 per kW plus the
carbon control incremental cost of $8.24 per kW for a total of $43.44
per kW.¹⁰¹
^!Capacity factor: 85%, same as for a new supercritical plant without
carbon capture.
^!Construction time: assumed to be four years, same as for a new
supercritical plant without carbon capture.
IGCC Coal and Natural Gas Combined Cycle with Carbon
Capture
The operating and cost characteristics of a coal IGCC plant built with carbon¹⁰²
capture are taken from EIA assumptions for its 2008 long-term forecast, except for
the capital cost. As shown in Appendix B, the cost estimate for an IGCC plant
without carbon capture, based on public information on current projects, is $3,400
per kW in 2008. This is much higher than EIA’s estimate for an IGCC plant without
($1,773 per kW) or with ($2,537) carbon controls.
To estimate the capital cost of an IGCC plant with carbon capture, the
percentage difference in the EIA estimates of plants with and without capture (43%)
was applied to the CRS estimate of $3,400 per kW without capture. This produces
an estimated cost for an IGCC plant with carbon controls of $4,862.¹⁰³ EIA’s other
assumptions, such as for O&M costs and heat rates, are used without adjustment in
this study.

¹⁰¹ The base O&M values are derived from EIA, Assumptions to the Annual Energy Outlook
2008, Table 38. The EIA values must be adjusted because, as discussed above, the unit is
in effect a 788 MW plant derated to 600 MW. The adjustment is proportional to the
difference in efficiency between the plant with and without carbon capture, respectively
38.5% and 29.3%. The ratio of these values (1.314) is the adjustment factor. The adjusted
fixed O&M cost is the EIA value of $26.79 per kW x 1.314 = $35.20. The adjusted variable
O&M is the EIA estimate of $4.46 per Mwh x 1.314 = $5.86 per Mwh.
¹⁰² EIA, Assumptions to the Annual Energy Outlook 2008, Table 38.
¹⁰³ MIT’s cost estimates show a smaller capital cost premium of 32% for IGCC with and
without carbon capture. MIT, The Future of Coal, 2007, p. 30, Table 3.5. A DOE study
shows a premium range of 32% to 40%, depending on the type of IGCC system assumed.
DOE/National Energy Technology Laboratory, Cost and Performance Baseline for Fossil
Energy Plants, Volume 1, 2007, Exhibit 3-114.

The capital cost for a natural gas-fired combined cycle with carbon capture was
estimated in the same way. Based on public data for current projects, the overnight
cost estimate for a new combined cycle used in this study is $1,200 per kW in 2008
(see Appendix B). This compares to EIA’s estimates of $706 per kW for a combined
cycle without carbon capture and $1,409 with carbon capture, a premium of 100%.¹⁰⁴
The capital cost for a new combined cycle with carbon capture used in this study is
therefore double the CRS base cost of $1,200 per kW, or $2,400 per kW. As with
the coal IGCC, EIA’s other assumptions for a combined cycle plant with carbon
capture are used without adjustment.

¹⁰⁴ The EIA data is from Assumptions to the Annual Energy Outlook 2008, Table 38. A
DOE study estimates a cost premium of 112%. DOE/National Energy Technology
Laboratory, Cost and Performance Baseline for Fossil Energy Plants, Volume 1, 2007,
Exhibit 5-25.

Appendix D. Financial and Operating Assumptions
Table 17. Financial Factors
^I^t^em^Value^S^ources^{and Notes}
^Rep^r^esen^tativ^{e B}^oⁿ^d^Iⁿ^ter^e^st
^Ra^te^s
^Utility^A^a^{2010: 6.8%}^W^h^en^av^ailab^l^{e, in}^ter^e^{st r}^a^{tes f}^o^r
^2015:^7.0%ⁱ^nve^st^m^e^nt^gr^a^d^e^b^oⁿ^d^s^wⁱ^t^h^a^r^a^tⁱ^{ng o}^f
^2020:^7.0%^B^a^a^o^r^hi^ghe^r⁽ⁱ^.^e^.^,^o^t^he^r^t^h^aⁿ^hi^{gh y}ⁱ^e^l^d
^bon^ds^{) are Global In}^sⁱ^g^h^t^f^o^recas^ts^.^{IPP H}ⁱ^g^h^Yⁱ^el^d^2010:^9.8%
^W^h^en^{Global In}^sⁱ^g^h^t^doesⁿ^o^{t f}^o^recas^{t an}^2015:^10.0%
ⁱⁿ^ter^e^{st r}^a^{te f}^o^r^anⁱⁿ^v^e^stm^eⁿ^t^g^r^ad^{e b}^oⁿ^d^2020:^10.0%
^th^{e v}^a^lu^{e is}^es^tim^{ated bas}^e^{d on}^hⁱ^s^t^orical
^r^e^latioⁿ^s^hⁱ^p^s^b^e^tw^een^b^oⁿ^dⁱⁿ^ter^e^{st r}^a^tes^Pu^blⁱ^c^Pow^e^{r A}^a^a^2010:^5.1%
⁽^t^h^e^hⁱ^sto^r^{ical d}^a^{ta f}^o^r^th^{is an}^aly^s^{is is f}^r^o^m^2015:^5.4%
^th^{e Glo}^b^a^{l Fin}^aⁿ^{ce w}^e^b^s^ite)^.^Hig^h^yⁱ^eld^2020:^5.4%
ⁱⁿ^ter^e^{st r}^a^{tes ar}^{e estim}^ated^b^a^sed^oⁿ^th^e^P^u^b^{lic P}^o^w^e^r^Tⁱ^m^e^{s I}ⁿ^ter^e^st^25%
^dⁱ^f^f^e^r^eⁿ^{tial b}^e^tw^een^Mer^r^{ill L}^yⁿ^c^h^hⁱ^g^h^Earn^{ed R}^a^{tio R}^e^qu^irem^en^t
^yⁱ^el^{d bon}^{d i}ⁿ^di^ces^an^{d corporat}^{e Baa}
^rat^e^s^,^as^report^e^{d by}^WS^J.com^(Wal^l
^Str^{eet J}^o^u^rⁿ^a^{l w}^e^b^s^ite)^.^C^o^rporat^{e A}^a^a^2010:^6.3%
^2015:^6.5%
^2020:^6.5%
^Co^{st o}^f^Eq^u^ity^{— Utility}¹⁴^.⁰⁰^%^Calif^o^rⁿⁱ^{a En}^er^g^y^Co^m^mⁱ^ssioⁿ^,
^Co^mp^a^r^a^{tive Co}^{st Of Ca}^lifo^rn^ia^Cen^t^a^l
^St^atⁱ^{on El}^ect^rⁱ^ci^t^y^G^e^ner^a^tⁱⁿ^g^C^o^s^t^of^Equⁱ^t^y^—^IPP^15.19%
^T^echnol^ogi^es^{, Decem}^{ber 2007, T}^a^{ble 8.}
^D^e^bt^Percen^t^of^C^a^pi^t^a^l^Utility^{: 5}⁰^%^North^w^es^{t P}^o^w^e^{r an}^{d C}^oⁿ^s^erv^a^tion
^Str^u^ctur^e^I^PP:^60%^Co^uncⁱ^l^,^Th^{e Fifth}^No^rth^w^{est Electric}
^Utility^o^r^I^P^P^Pow^e^r^{and C}^ons^er^vatⁱ^{on Pl}^an^{, May}^2005,
^w^ith^f^e^d^e^r^a^l^T^a^bl^{e I-}^1.
^l^o^aⁿ^gua^r^a^nt^e^e^:
^80%
^PO^U^:^100%
^{Federal L}^o^an^Gu^aran^tees
^Co^{st o}^f^eq^u^ity^p^r^em^iu^m^f^o^r^{1.75 percen}^t^a^g^e^C^oⁿ^g^r^es^sⁱ^on^{al B}^u^dg^{et Of}^fⁱ^ce,^N^u^clear
^en^{tities u}^sⁱⁿ^g⁸⁰^%^fⁱⁿ^aⁿ^cⁱⁿ^g^.^poiⁿ^t^s^Po^wer’^{s Ro}^{le in}^Gen^e^ra^tin^g^Electricity^,
^May^{2008, w}^e^{b s}^u^ppl^em^en^t^(“^T^h^e
^Met^h^odol^og^y^Behⁱⁿ^d^t^h^{e L}^e^v^e^lⁱ^{zed C}^o^s^t^C^r^edi^t^S^u^bsⁱ^d^y^C^o^s^t^12.5%^of^l^o^an
^Aⁿ^al^y^sⁱ^s^{”), T}^a^bl^{e A}^-^{5 an}^{d pag}^e^9.^va^l^u^e
^Lo^ng-T^e^r^m^Iⁿ^fl^a^tⁱ^o^{n Ra}^t^e^1.9%^G^l^obal^In^sⁱ^g^h^t
⁽^c^h^aⁿ^g^eⁱⁿ^th^{e im}^p^{licit p}^r^ice
^def^l^at^or)
^Co^m^p^o^s^{ite Fed}^e^r^a^l/State³⁸^%^EI^A^,^Natioⁿ^a^{l En}^er^g^y^Mo^d^e^lin^g^Sy^stem
^In^com^e^T^a^x^R^a^t^e^Docu^m^eⁿ^t^ation^,^Electricity^Mark^et
^Modu^l^e^{, March}^{2006, p. 85.}
^No^t^e^s^:^E^I^A^{= En}^er^g^y^Iⁿ^f^o^r^m^atioⁿ^A^d^mⁱⁿⁱ^str^a^tioⁿ^;^I^{OU = in}^v^e^sto^r^o^wⁿ^e^d^u^tility^{; P}^{OU = p}^u^b^licly
^o^wⁿ^e^d^u^tility^{; I}^P^P^{= in}^d^e^p^eⁿ^d^en^{t p}^o^w^er^p^r^o^d^u^cer^{. Fo}^r^{a su}^m^m^a^r^y^o^f^b^oⁿ^d^r^a^tin^g^cr^iterⁱ^{a see}
^[^h^t^t^p^:^/^/^www.^b^oⁿ^d^s^oⁿ^lⁱⁿ^e^.^c^o^m/^B^oⁿ^d^_^R^a^tⁱⁿ^g^s^_^D^e^fⁱⁿ^itioⁿ^s^.p^h^p^]^.^“^H^ig^h^yⁱ^eld^”^r^e^f^e^r^s^to^b^oⁿ^d^s^w^ith^a
^r^a^tin^g^b^e^lo^w^B^aa.

CRS-97
Table 18. Power Plant Technology Assumptions
(2008 $)
^O^v^ernig^ht^Co^nst^r^uctⁱ^oⁿ^Co^st^Ca^pa^city^{Heat Rate for}^Units^Eⁿ^tering^Va^ria^b^{le O&M}^Fix^e^d^O&^M^,^Ca^pa^city
ⁿ^{ergy Source}^T^echnology^{for Units}^Eⁿ^{tering Service in}^a^(M^W)^S^ervi^{ce i}ⁿ²⁰¹⁵^C^o^s^t^{, 2008$ p}^e^r^{2008$ p}^e^r^Factor
^{2015, 2008$ p}^{er k}^W^(Btu^s^p^{er k}^W^h⁾^Mw^h^M^e^gaw^att
^l^v^eri^{zed C}^o^al^S^u^percri^tⁱ^cal^$2,485⁶⁰⁰^9,118^$4.68^$28,100^85%
^u^lv^{erized C}^o^al:^S^u^bcri^tⁱ^cal^{$2,192 (cos}^t^f^o^{r C}^C^ret^r^ofⁱ^t^on^l^y^;³⁵¹^15,817^$16.15^$56,609^85%
^{CC Re}^tr^o^f^it^o^r^igⁱⁿ^{al p}^l^an^{t co}^{st assu}^m^e^d^to^b^e
^pai^d^of^f⁾
^u^lv^{erized C}^o^al:^S^u^percri^tⁱ^cal^$3,953⁶⁰⁰^11,579^$14.32^$45,564^85%
^N^e^w^B^u^ild
ⁱ^{ki/CRS-RL34746}^IG^C^C^C^o^al^G^a^sⁱ^fⁱ^catⁱ^oⁿ^$3,359⁵⁵⁰^8,528^$2.98^$39,459^85%
^g/w
^s^.or^C^C^C^o^al^:^C^C^G^a^sⁱ^fⁱ^catⁱ^oⁿ^$4,774³⁸⁰^10,334^$4.53^$46,434^85%
^le^ak^N^u^cl^ear^G^eⁿ^e^ratⁱ^oⁿ^III/^III+^$3,682^1,350^10,400^$0.50^$69,279^90%
^://wiki^N^a^t^u^ral^G^a^s^C^om^biⁿ^e^{d C}^y^cl^e^$1,186⁴⁰⁰^6,647^$2.05^$11,936^70%
^h^ttp^a^t^u^ral^G^a^s^:^C^C^C^o^m^bⁱⁿ^{ed C}^y^cl^e^$2,342⁴⁰⁰^8,332^$3.00^$20,307^85%
^Wiⁿ^d^Oⁿ^s^h^ore^$1,896⁵⁰^N^o^t^A^pplⁱ^cabl^e^$0.00^$30,921^34%
^G^e^ot^h^e^rm^al^Biⁿ^a^ry^$3,590⁵⁰^N^o^t^A^pplⁱ^cabl^e^$0.00^$168,011^90%
^S^o^l^a^{r T}^h^erm^a^l^P^arabolⁱ^c^T^r^ou^g^h^$2,836¹⁰⁰^N^o^t^A^pplⁱ^cabl^e^$0.00^$57,941^31%
^So^lar^S^o^l^a^{r C}^e^l^l^$5,782⁵^N^ot^A^pplⁱ^cabl^e^$0.00^$11,926^21%
^Ph^ot^ov^ol^t^aⁱ^c
^{: Heat rates}^,^O&^{M cos}^t^s^,^an^{d n}^o^mⁱⁿ^a^{l plan}^{t capacities}^{are g}^eⁿ^e^rally^f^r^om^th^{e as}^s^u^m^p^tion^s^{to EIA}^’^s²⁰⁰⁸^A^nnua^l^Eⁿ^e^r^gy^O^u^t^l^o^o^k^;^a^l^so^se^e^t^h^e^o^t^he^r^t^a^b^l^e^sⁱⁿ^t^hⁱ^s^A^p^p^e^ndⁱ^x^.
^t^es^tim^ates^{are b}^a^s^e^{d on}^{a C}^R^S^revⁱ^ew^of^pu^{blic in}^f^o^rm^ation^on^cu^rren^{t proj}^ects^ex^{cept f}^o^{r plan}^ts^w^ith^carbon^captu^r^{e; s}^{ee A}^ppen^d^ix^B^.^C^a^{pital cos}^t^s^an^{d h}^{eat rates}^are
^st^e^d^b^a^se^d^oⁿ^t^h^e^t^e^c^hno^l^o^gy^t^r^eⁿ^d^r^a^t^e^{s use}^d^b^y^E^I^Aⁱⁿ^t^h^e^A^nnua^l^Eⁿ^e^r^gy^O^u^t^l^o^o^k^,^e^x^c^e^p^t^fo^r^wⁱ^nd⁽^c^o^s^tⁱ^s^he^l^d^c^o^nst^a^nt^b^et^w^een^{2007 an}^{d 2010, i}ⁿ^s^t^{ead of}^t^h^{e i}ⁿ^creas^{e EIA}
^s^du^{e to s}^{ite s}^p^ecifⁱ^{c f}^actors⁾^{. EIA}^cos^t^s^{are adj}^u^s^t^ed^{to 2008 doll}^a^r^s^usi^ng^G^l^o^b^a^{l In}^sⁱ^g^h^t^’^s^f^o^recas^{t of}^th^{e im}^{plicit pr}^{ice def}^l^{ator. C}^a^pacity^f^{actor f}^o^{r coal plan}^ts^is^f^r^om^MIT^,
^u^r^e^of^C^oal^{, 2007, p. 128. N}^a^t^u^ral^g^a^s^pl^an^t^s^wⁱ^t^h^ou^t^carbon^capt^u^{re are as}^s^u^m^e^{d t}^o^operat^e^as^bas^e^l^o^ad^uⁿⁱ^t^s^wⁱ^t^h^{a capaci}^t^y^f^act^{or of}⁷⁰^%^{; n}^a^tu^r^a^{l g}^a^{s w}^ith^car^b^oⁿ^cap^tu^r^e
^r^a^tes^{at an}⁸⁵^%^cap^acity^f^acto^r^{, b}^a^sed^oⁿ^th^{e assu}^m^p^tioⁿ^th^{at su}^ch^{a p}^l^an^{t w}^o^u^l^dⁿ^o^t^b^e^b^u^ilt^o^t^h^e^r^th^an^to^o^p^e^r^a^te^at^a^hⁱ^g^h^u^tilizatioⁿ^r^a^{te. Cap}^acity^f^acto^r^f^o^r^wⁱⁿ^d^f^r^o^m^Calif^o^rⁿⁱ^a

CRS-98
^r^g^y^C^o^mmi^s^sⁱ^oⁿ^,^C^o^mpar^{ative C}^o^s^t^s^{of C}^a^liforⁿ^{ia C}^e^ntr^a^l^{Station Electr}ⁱ^city^Gener^a^{tion Technologies}^{, Decem}^{ber 2007, A}^ppen^d^ix^{B, p. 67. Nu}^clear^plan^t^capacity^f^actor^ref^l^ects
^{t in}^du^s^t^ry^av^erag^{e perf}^orm^aⁿ^{ce as}^{reported in}^EIA^,^{Monthly Ener}^{gy Review}^{, T}^a^bl^{e 8.1. C}^a^paci^t^y^f^act^ors^f^o^{r s}^o^l^a^{r an}^{d g}^e^ot^h^e^rm^al^f^r^om^EIA^,^As^s^u^m^p^tⁱ^ons^t^o^t^h^{e Annual}^Ener^gy
^l^{ook 2008}^{, T}^a^bl^{e 73.}
^{: CC = car}^b^oⁿ^cap^tu^r^e^{; k}^W^h^{= k}^ilo^w^a^tt-^h^o^u^r^{; Mw}^h^{= m}^e^g^a^w^a^tt-^h^o^u^r^.
^oⁿ^s^t^r^u^c^tⁱ^oⁿ^cos^t^sⁱⁿ^cl^u^d^{e t}^h^{e af}^f^ect^of^cos^t^redu^ctⁱ^oⁿ^s^du^{e t}^o^t^echⁿ^o^l^o^g^yⁱ^m^prov^em^en^t^s^f^r^om^t^h^{e 2008 bas}^e^l^e^v^e^l^s^report^e^dⁱⁿ^A^p^p^eⁿ^d^ix^B^.

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^s^.or
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CRS-99
Table 19. Air Emission Characteristics
Controlled SO²Controlled NOx EmissionCO² Emissions withoutCarbon ControlCO² Emissions with
Energy SourceTechnologyEmission RateRate (pounds per(pounds CO per90% Removal (pounds
(pounds per MMBtu)MMBtu)²MMBtu)CO² per MMBtu)
Pulverized CoalSupercritical0.1570.05209.020.9
Pulverized Coal
IGCC CoalCoal Gasification0.01840.01209.020.9
Natural GasCombined Cycle0 (no controls0.02117.0811.708
required)
ⁱ^{ki/CRS-RL34746}
^g/w^:^D^O^E^,^E^l^e^c^t^rⁱ^c^P^o^w^e^r^A^nnua^l^{2006, T}^a^bl^{e A}³^;^D^O^E^,^20%^Wⁱ^{nd Ener}^{gy by 2030,}^May^{2008, T}^a^bl^{e B-}^12;^MIT^,^T^h^{e F}^u^t^u^{re of}^C^o^al^{, 2007, p. 139.}
^s^.or
^le^ak^{: MMB}^tu^{= m}^illioⁿ^b^t^u^s^{; SO}²^{= su}^lf^u^r^dⁱ^o^x^id^{e; NOx}^{= n}^itr^o^g^en^o^x^id^es;^CO²^{= carbon}^diox^{ide. C}^o^{al em}^is^sⁱ^on^{rate f}^o^{r C}^O²^is^f^o^{r a g}^eⁿ^e^{ric produ}^{ct com}^p^u^t^{ed as}^th^{e av}^erag^{e of}
^a^{tes f}^o^r^b^itu^mⁱⁿ^o^u^s^an^d^su^b^b^itu^mⁱⁿ^o^u^s^co^al.

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Table 20. Fuel and Allowance Price Projections (Selected Years)
^{Delivered Fuel Prices}^{, Cons}^tant^Aⁱ^{r E}^mⁱ^s^sⁱ^on^A^l^l^o^w^aⁿ^{ce Pri}^{ce, 2008$}
^{2008$ per M}^{illion B}^t^us^{per Allow}^a^nce
^C^oal^Na^tura^l^Ga^s^Nuclear^Fu^el^Sulf^u^r^Dio^x^ide^Nⁱ^trogen^Oxⁱ^d^es^Ca^rboⁿ^Dio^x^ide
²⁰¹⁰^$1.93^$7.51^$0.73^$249^$2,636²⁰¹²^:
^$17.70
²⁰²⁰^$1.80^$6.41^$0.78^$1,074^$3,252^$31.34
²⁰³⁰^$1.87^$7.48^$0.79^$479^$3,360^$63.99
²⁰⁴⁰^$1.96^$9.17^$0.76^$158^$3,180^$130.66
²⁰⁵⁰^$2.06^$11.24^$0.73^$52^$3,009^$266.80
^Sources^:^F^o^r^ecas^t^s^o^t^h^e^r^t^h^aⁿ^c^a^r^b^oⁿ^dⁱ^o^xⁱ^d^e^a^l^l^o^w^aⁿ^c^e^s^a^r^e^f^r^o^m^t^h^e^a^s^s^u^m^p^tⁱ^oⁿ^s^t^o^t^h^e^Eⁿ^e^r^g^y
^In^f^o^rm^atⁱ^oⁿ^A^d^mⁱⁿⁱ^s^t^ratⁱ^oⁿ^’^s^{2008 A}^nnua^l^Eⁿ^e^r^gy^O^u^t^l^o^o^k⁽^A^E^O⁾^.^Ca^r^b^oⁿ^dⁱ^o^xⁱ^d^e^a^l^l^o^w^a^nc^e^p^rⁱ^c^e^s
^{are f}^r^om^th^{e back}^u^p^s^p^reads^h^eets^f^o^{r EIA}^’^s^“^C^{ore” cas}^{e an}^aly^s^is^of^{S. 2191 [h}^ttp://^www.^eⁱ^a^.^d^o^e^.^g^o^v^/
^oi^af^/^s^ervⁱ^cerpt^/^s^2191/ⁱⁿ^dex^.^h^t^m^l^{]. T}^h^{e ori}^gⁱⁿ^al^v^a^l^u^esⁱⁿ²⁰⁰⁶^dol^l^a^rs^w^e^{re con}^v^e^rt^{ed t}^o^{2008 dol}^l^a^rs
^u^sⁱⁿ^g^th^{e Global In}^sⁱ^g^h^t^f^o^recas^{t of}^th^{e ch}^an^g^eⁱⁿ^th^{e im}^{plicit price def}^l^{ator. T}^h^{e EIA}^f^o^recas^ts^{are to}
^{2030; th}^{e f}^o^recas^ts^{are ex}^ten^d^{ed to 2050 u}^sⁱⁿ^g^th^{e 2025 to 2030 g}^r^ow^th^rates^.^T^h^e^sulf^u^r^diox^ide
^allow^aⁿ^{ce f}^o^recas^{t is}^f^o^r^th^{e w}^e^s^t^ern^{U.S., w}^h^ich^is^th^{e bes}^t^repres^en^tation^ofⁿ^a^tion^a^{l prices}^f^o^llowⁱⁿ^g
^th^{e D.C. Cir}^c^u^{it Co}^u^r^{t d}^ecisioⁿ^v^acatin^g^th^{e Clean}^Aⁱ^r^Iⁿ^ter^s^{tate Ru}^{le (}^w^hⁱ^ch^w^o^u^l^d^h^a^v^e^{, in}^ef^f^ect,
^created^{a prem}^iu^m^f^o^{r eas}^tern^regⁱ^on^SO²^allow^aⁿ^ces^{). T}^h^{e n}^itrog^en^ox^ides^allow^aⁿ^{ce f}^o^recas^{t is}^f^o^r
^th^{e eas}^tern^regⁱ^on^of^th^{e Un}^{ited States}^{, th}^{e on}^ly^regⁱ^on^f^o^{r w}^h^ich^an^EIA^f^o^recas^t^is^av^{ailable in}^th^e
^A^E^{O ou}^tpu^t^s^p^reads^h^eet.
^No^tes^{: B}^t^u^{= B}^r^itish^th^er^m^a^{l u}ⁿ^{it. Su}^lf^u^r^dⁱ^o^x^id^{e an}^dⁿ^itr^o^g^en^o^x^id^es^allo^w^aⁿ^ces^ar^{e d}^o^llar^s^p^e^r^toⁿ
^of^emⁱ^s^sⁱ^on^s^;^carbon^di^oxⁱ^d^{e al}^l^o^w^aⁿ^ces^{are dol}^l^a^rs^{per m}^e^t^rⁱ^c^t^oⁿ^of^C^O²^.

Appendix E. List of Acronyms and Abbreviations
ABWRAdvanced Boiler Water [nuclear] Reactor
AP1000Advanced Passive 1000 [nuclear reactor]
BACTBest Available Control Technology
CAIRClean Air Interstate Rule
COCarbon Monoxide
CO²Carbon Dioxide
CSPConcentrated Solar Power
CWIPConstruction Work in Progress
DOEU.S. Department of Energy
EIAEnergy Information Administration
EOREnhanced Oil Recovery
EPRIElectric Power Research Institute
ESBWREconomic Simplified Boiling Water [nuclear] Reactor
Gen III/III+Generation III/III+ (i.e., advanced) nuclear power plants
HAPHazardous Air Pollutant
IGCCIntegrated Gasification Combined Cycle
IOUInvestor Owned Utility;
IPPIndependent Power Producer
ITCInvestment Tax Credit
kWKilowatt
kW h Kilowatt-hour
LAERLowest Achievable Emission Rate
LNGLiquified Natural Gas
MACTMaximum Available Control Technology
MITMassachusetts Institute of Technology
MMBtuMillions of British Thermal Units
MWMegawatt
Mwh M egawatt-hour
NANot Applicable
NAAQSNational Ambient Air Quality Standards
NEINuclear Energy Institute
NETLNational Energy Technology Laboratory
NMNot Meaningful
NOxNitrogen Oxides
O&MOperations and Maintenance
POUPublicly Owned Utility
PTParabolic Trough
PTCProduction Tax Credit
PVPhotovoltaic
RTORegional Transmission Organization
SCPCSupercritical Pulverized Coal
SCRSelective Catalytic Reduction
SO²Sulfur Dioxide
UNKUnknown

U.S. - EPRUnited States - Evolutionary Pressurized [nuclear]
Reactor
USCPCUltra-Supercritical Pulverized Coal