The cost of electricity generated by different sources measures the cost of generating electricity including initial capital, return on investment, as well as the costs of continuous operation, fuel, and maintenance. The price is normally measured in units of local currency per unit of electricity, for example cents-per-kilowatt-hour for small numbers, or dollars-per-megawatt-hour for larger quantities.
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While calculating costs, several internal cost factors have to be considered.[1] (Note the use of "costs," which is not the actual selling price, since this can be affected by a variety of factors such as subsidies on some energy and sources and taxes on others):
Solar PV panels have decreased in cost per watt by about 6% per year for many years, but the annual cost reduction has recently accelerated, with panels from China now available at prices as low as 60 cents US per watt of electrical energy released from the panel (as at 15-Dec-2011). This competes well with retail electricity from coal-fired power stations and Solar PV panel systems appear to be rapidly reaching a dramatic market tipping point.
To evaluate the total cost of production of electricity, the streams of costs are converted to a net present value using the time value of money. These costs are all brought together using discounted cash flow here.[2] and here.[3]
Another collection of cost calculations is shown here:,[4] here,[5] and,[6] and.[7]
BP indicated that renewable energy technologies were on a decreasing cost curve (solar panels more than wind turbines), while non-renewables were on on an increasing cost curve up to 2008[8].
Levelised energy cost (LEC, also commonly abbreviated as LCOE [9]) is the price at which electricity must be generated from a specific source to break even. It is an economic assessment of the cost of the energy-generating system including all the costs over its lifetime: initial investment, operations and maintenance, cost of fuel, cost of capital, and is very useful in calculating the costs of generation from different sources.
It can be defined in a single formula as:[10]
where
Typically LECs are calculated over 20 to 40 year lifetimes, and are given in the units of currency per kilowatt-hour, for example AUD/kWh or EUR/kWh or per megawatt-hour, for example AUD/MWh (as tabulated below). [11] However, care should be taken in comparing different LCOE studies and the sources of the information as the LCOE for a given energy source is highly dependent on the assumptions, financing terms and technological deployment analyzed.[11] Thus, a key requirement for the analysis is a clear statement of the applicability of the analysis based on justified assumptions. See a recent review on the subject stating reporting requirements and clearing up misconceptions about inputs : A Review of Solar Photovoltaic Levelized Cost of Electricity, Renewable and Sustainable Energy Reviews, 15, pp.4470-4482 (2011) http://www.appropedia.org/Review_of_Solar_Levelized_Cost
When comparing LECs for alternative systems, it is very important to define the boundaries of the 'system' and the costs that are included in it. For example, should transmissions lines and distribution systems be included in the cost? Typically only the costs of connecting the generating source into the transmission system is included as a cost of the generator. But in some cases wholesale upgrade of the Grid is needed. Careful thought has to be given to whether or not these costs should be included in the cost of power.
Should R&D, tax, and environmental impact studies be included? Should the costs of impacts on public health and environmental damage be included? Should the costs of government subsidies be included in the calculated LEC?
Another key issue is the decision about the value of the discount rate . The value that is chosen for can often 'weigh' the decision towards one option or another, so the basis for choosing the discount must clearly be carefully evaluated. See Internal rate of return. The discount rate depends on the cost of capital, including the balance between debt-financing and equity-financing, and an assessment of the financial risk.
The tables below list the estimated cost of electricity by source for plants entering service in 2016. The tables are from a December 16, 2010 report of the Energy Information Administration (EIA) of the U.S. Department of Energy (DOE) called "Levelized Cost of New Generation Resources in the Annual Energy Outlook 2011".[12]
These calculations reflect an adjustment to account for the high level of carbon dioxide produced by coal plants. From the EIA report:
No tax credits or incentives are incorporated in the tables. From the EIA report (emphasis added):
Incentives, tax credits, production mandates, etc. are discussed in the overall comprehensive EIA report: "Annual Energy Outlook 2011".[13][14][15]
In March 2010, a new report on UK levelised generation costs was published by Parsons Brinckerhoff.[16] It puts a range on each cost due to various uncertainties. Combined cycle gas turbines without CO2 capture are not directly comparable to the other low carbon emission generation technologies in the PB study. The assumptions used in this study are given in the report, the report did not cover Solar power or include the New Nuclear's " hidden " government subsidies of 18 £/MWh to 67 £/MWh above the stated figures.
Technology | Cost range (£/MWh) |
---|---|
New nuclear | 80–105 |
Onshore wind | 80–110 |
Biomass | 60–120 |
Natural gas turbines with CO2 capture | 60–130 |
Coal with CO2 capture | 100–155 |
Solar farms | 125–180 |
Offshore wind | 150–210 |
Natural gas turbine, no CO2 capture | 55–110 |
Tidal power | 155–390 |
Divide the above figures by 10 to obtain the price in pence per kilowatt-hour "unit".
A further UK 2010 estimate is the Mott MacDonald study released by DECC in June 2010 : [17]
█ Conventional oil | █ Unconventional oil | █ Biofuels | █ Coal | █ Nuclear | █ Wind |
Colored vertical lines indicate various historical oil prices. From left to right: | |||||
— 1990s average | — January 2009 | — 1979 peak | — 2008 peak |
Price of oil per barrel (bbl) at which energy sources are competitive.
A draft report of LECs used by the California Energy Commission is available.[18] From this report, the price per MWh for a municipal energy source is shown here:
Technology | Cost (USD/MWh) |
---|---|
Advanced Nuclear | 67 |
Coal | 74–88 |
Gas | 87–346 |
Geothermal | 67 |
Hydro power | 48–86 |
Wind power | 60 |
Solar | 116–312 |
Biomass | 47–117 |
Fuel Cell | 86–111 |
Wave Power | 611 |
Note that the above figures incorporate tax breaks for the various forms of power plants. Subsidies range from 0% (for Coal) to 14% (for nuclear) to over 100% (for solar).
Other sources are given here,[4][5]
The following table gives a selection of LECs from two major government reports from Australia.[19][20] Note that these LECs do not include any cost for the greenhouse gas emissions (such as under carbon tax or emissions trading scenarios) associated with the different technologies.
Technology | Cost (AUD/MWh) |
---|---|
Nuclear (to COTS plan)[20] | 40–70 |
Nuclear (to suit site; typical)[20] | 75–105 |
Coal | 28–38 |
Coal: IGCC + CCS | 53–98 |
Coal: supercritical pulverized + CCS | 64–106 |
Open-cycle Gas Turbine | 101 |
Hot fractured rocks | 89 |
Gas: combined cycle | 37–54 |
Gas: combined cycle + CCS | 53–93 |
Small Hydro power | 55 |
Wind power: high capacity factor | 63 |
Solar thermal | 85 |
Biomass | 88 |
Photovoltaics | 120 |
In 1997 the Trade Association for Wind Turbines (Wirtschaftsverband Windkraftwerke e.V. –WVW) ordered a study into the costs of electricity production in newly constructed conventional power plants from the Rheinisch-Westfälischen Institute for Economic Research –RWI). The RWI predicted costs of electricity production per kWh for the basic load for the year 2010 as follows:
Fuel | Cost per kilowatt hour in euro cents. |
---|---|
Nuclear Power | 10.7 €ct – 12.4 €ct |
Brown Coal (Lignite) | 8.8 €ct – 9.7 €ct |
Black Coal (Bituminous) | 10.4 €ct – 10.7 €ct |
Natural gas | 11.8 €ct – 10.6 €ct. |
The part of a base load represents approx. 64% of the electricity production in total. The costs of electricity production for the mid-load and peak load are considerably higher. There is a mean value for the costs of electricity production for all kinds of conventional electricity production and load profiles in 2010 which is 10.9 €ct to 11.4 €ct per kWh. The RWI calculated this on the assumption that the costs of energy production would depend on the price development of crude oil and that the price of crude oil would be approx. 23 US$ per barrel in 2010. In fact the crude oil price is about 80 US$ in the beginning of 2010. This means that the effective costs of conventional electricity production still need to be higher than estimated by the RWI in the past.
The WVW takes the legislative feed-in-tariff as basis for the costs of electricity production out of renewable energies because renewable power plants are economically feasible under the German law (German Renewable Energy Sources Act-EEG).
The following figures arise for the costs of electricity production in newly constructed power plants in 2010:
Energy source | Costs of electricity production in euros per megawatt hour |
Nuclear Energy | 107.0 – 124.0 |
Brown Coal | 88.0 – 97.0 |
Black Coal | 104.0 – 107.0 |
Domestic Gas | 106.0 – 118.0 |
Wind Energy Onshore | 49.7 – 96.1 |
Wind Energy Offshore | 35.0 – 150.0 |
Hydropower | 34.7 – 126.7 |
Biomass | 77.1 – 115.5 |
Solar Electricity | 284.3 – 391.4 |
A 2010 study by the Japanese government, called the Energy White Paper, concluded the cost for kilowatt hour was ¥49 for solar, ¥10 to ¥14 for wind, and ¥5 or ¥6 for nuclear power. Masayoshi Son, an advocate for renewable energy, however, has pointed out that the government estimates for nuclear power did not include the costs for reprocessing the fuel or disaster insurance liability. Son estimated that if these costs were included, the cost of nuclear power was about the same as wind power.[21][22][23]
The raw costs developed from the above analysis are only part of the picture in planning and costing a large modern power grid. Other considerations are the temporal load profile, i.e. how load varies second to second, minute to minute, hour to hour, month to month. To meet the varying load, generally a mix of plant options is needed, and the overall cost of providing this load is then important. Wind power has poor capacity contribution, so during windless periods, some form of back up must be provided. All other forms of power generation also require back up, though to a lesser extent. To meet peak demand on a system, which only persist for a few hours per year, it is often worth using very cheap to build, but very expensive to operate plant - for example some large grids also use load shedding coupled with diesel generators [24] at peak or extreme conditions - the very high kWh production cost being justified by not having to build other more expensive capacity and a reduction in the otherwise continuous and inefficient use of spinning reserve.
In the case of wind energy, the additional costs in terms of increased back up and grid interconnection to allow for diversity of weather and load may be substantial. This is because wind stops blowing frequently even in large areas at once and for prolonged periods of time. Some wind advocates have argue that in the pan-European case back up costs are quite low, resulting in overall wind energy costs about the same as present day power.[25] However, such claim are generally considered too optimistic, except possibly for some marginal increases that, in particular circumstances, may take advantage of the existing infrastructure.
The cost in the UK of connecting new offshore wind in transmission terms, has been consistently put by Grid/DECC/Ofgem at £15billion by 2020. This £15b cost does not include the cost of any new connections to Europe - interconnectors, or a supergrid, as advocated by some. The £15b cost is the cost of connecting offshore wind farms by cables typically less than 12 km in length, to the UK's nearest suitable onshore connection point. There are total forecast onshore transmission costs of connecting various new UK generators by 2020, as incurred from 2010, of £4.7 billion, by comparison.
When a new plant is being added to a power system or grid, the effects are quite complex - for example, when wind energy is added to a grid, it has a marginal cost associated with production of about £20/MWh (most incurred as lumpy but running-related maintenance - gearbox and bearing failures, for instance, and the cost of associated downtime), and therefore will always offer cheaper power than fossil plant - this will tend to force the marginally most expensive plant off the system. A mid range fossil plant, if added, will only force off those plants that are marginally more expensive. Hence very complex modelling of whose systems is required to determine the likely costs in practice of a range of power generating plant options, or the effect of adding a given plant.
With the development of markets, it is extremely difficult for would-be investors to estimate the likely impacts and cost benefit of an investment in a new plant, hence in free market electricity systems, there tends to be an incipient shortage of capacity, due to the difficulties of investors accurately estimating returns, and the need to second guess what competitors might do.
Nuclear power plants built recently, or in the process of being built, have incurred many cost overruns. Those being built now are expected to incur further cost overruns due to design changes after the Fukushima Daiichi nuclear disaster.[26]
Nuclear power has in the past been granted indemnity from the burden of carrying full third party insurance liabilities in accordance with the Paris convention on nuclear third-party liability, the Brussels supplementary convention, and the Vienna convention on civil liability for nuclear damage.[27]
The limited insurance that is required does not cover the full cost of a major nuclear accident of the kind that occurred at Chernobyl or Fukushima. An April 2011 report by Versicherungsforen Leipzig, a Leipzig company that specializes in actuarial calculations shows that full insurance against nuclear disasters would increase the price of nuclear electricity by €0.14/kWh ($0.20/kWh) to €2.36/kWh ($3.40/kWh).[28][29][30][31][32][33]
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