Cost of nuclear power: Difference between revisions
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{{seealso|Nuclear_power_reconsidered}} | |||
{{Image|Construction Costs of Nuclear Reactors.jpg|right|350px|Fig.1 Add image caption here.<ref>Fig.12 in Lovering 2016 "Historical construction costs of global nuclear power reactors" https://doi.org/10.1016/j.enpol.2016.01.011</ref>}} | {{Image|Construction Costs of Nuclear Reactors.jpg|right|350px|Fig.1 Add image caption here.<ref>Fig.12 in Lovering 2016 "Historical construction costs of global nuclear power reactors" https://doi.org/10.1016/j.enpol.2016.01.011</ref>}} | ||
== Historical Costs== | == Historical Costs== | ||
Revision as of 13:26, 22 August 2022
- See also: Nuclear_power_reconsidered
Historical Costs
see Fig.1
Cost of new designs
ThorCon MSR:
$1200 per kW + $0.03 per kWh promised.[2]
Cost of alternatives
Capacity Factor (CF) is often ignored in discussions of intermittent sources like wind and solar. A typical rooftop solar panel system with a nameplate rating of 12 kW and a sunny climate in the Arizona desert will deliver 10 kW peak and 3 kW average over a year. A realistic cost per kW is therefore four times the often quoted cost. This does not include the cost of batteries, or any other storage that might be necessary for a regional utility. Storage is not necessary for rooftop systems, if the utility can provide full credit for power returned to the grid. The challenge for the utility is load following. If the fraction of total power on the grid from intermittent sources is too large, there will be extra expense for batteries or generators held as "spinning reserve" for rapid response when the intermittents drop out.
If the goal is 100% wind and solar, then we must add in the cost of storage. The most promising possibility is hydrogen at $0.12 per kWh (see below). Assuming this cost is distributed evenly over all demand, then the added cost per kWh depends on what fraction of the total power is delivered from storage. If that fraction is 1/3, then the added cost for all customers is $0.04 per kWh.
The bigger challenge is capital cost. A 10 GW regional grid with 3 GW average demand might need 100 hours of storage, or 300 GWh. This depends on the tolerance of the population for occasional outages when there is bad weather more than 100 hours, and there may be some additional cost for backup generators at hospitals and other critical services. Assuming that 100 hours of backup is the compromise, and we need to hold capital cost to no more that $10 billion, our storage facility can be no more than $30 per kWh (10% the current cost of batteries).
Rooftop Solar (no batteries):
$2,900 per kW (nameplate),[3]
$11,600 per kW avg (25% Capacity Factor)
Wind Turbines
$770–$850 per kW (nameplate), down from $1800 in 2008.[4]
$3240 per kW avg (25% Capacity Factor)
Batteries:
Lead-Acid: $300 per kWh capital cost.
Li-ion:
Hydrogen:
Worldwide hydrogen production stood at 90 Mt in 2020, but since it was produced almost exclusively from fossil fuels, the result was close to 900 Mt of CO2 emissions.[5]
"Green" hydrogen (no CO2) can be produced from water using electrolysis, but the cost is much higher.[6]
$2 per kg promised by mid 2020s[7]
$1 per kg ten-year goal set by DOE[8]
$0.12 per kWh electrical energy storage cost, assuming $2 per kg of H2, and 50% overall efficiency.[9]
Notes and References
- ↑ Fig.12 in Lovering 2016 "Historical construction costs of global nuclear power reactors" https://doi.org/10.1016/j.enpol.2016.01.011
- ↑ ThorCon's estimate of costs.
- ↑ Quote from a solar panel installer in Arizona.
- ↑ DOE report 30 Aug 2021
- ↑ See the section "Hydrogen supplies are becoming cleaner … too slowly" in the IEA Global Hydrogen Review 2021.
- ↑ Depending on regional gas prices, the levelized cost of hydrogen production from natural gas ranges from $0.50 to $1.70 per kg. See the section "Low-carbon hydrogen can become competitive within the next decade" in the IEA Global Hydrogen Review 2021.
- ↑ Australian company Hysata, PV Magazine, Aug 2022.
- ↑ Department of Energy's "Hydrogen Shot"
- ↑ Energy density of H2 is 33 kWh/kg. ($2/kg / 33 kWh/kg / 50%) = $0.12/kWh.