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A nuclear power plant has the following characteristics: Capacity = 2.00 Gigawatts Capacity factor = 95.0% Conversion efficiency [Uranium Electricity] = 45.0% Capital Cost =

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  1. A nuclear power plant has the following characteristics:
  • Capacity = 2.00 Gigawatts
  • Capacity factor = 95.0%
  • Conversion efficiency [Uranium Electricity] = 45.0%
  • Capital Cost = $15 billion
  • Fixed O&M Costs = $10.2 million/year
  • Plant lifetime = 40 years
  • Discount Rate = 10.0%

  1. How much electricity (in MWh) is generated per year?
  2. What is the Capital Recovery Factor? What must be assumed for us to be able to use a CRF?
  3. Calculate the levelized cost of electricity (LCOE) of this nuclear power plant. Assume that uranium costs $80/kg and that 1 kg of uranium contains 24e6 kWh.
  4. How would the capacity of the plant need to change in order for the LCOE to decrease to be comparable to the LCOE of a wind farm (assume ~$0.035/kWh)? What does this mean in terms of economic competitiveness of the two technologies?
7. A nuclear power plant has the following characteristics: Capacity = 2.00 Gigawatts Capacity factor = 95.0% Conversion efficiency [Uranium Electricity) = 45.0% Capital Cost = $15 billion Fixed O&M Costs = $10.2 million/year Plant lifetime = 40 years Discount Rate = 10.0% a. How much electricity (in MWh) is generated per year? b. What is the Capital Recovery Factor? What must be assumed for us to be able to use a CRF? C. Calculate the levelized cost of electricity (LCOE) of this nuclear power plant. Assume that uranium costs $80/kg and that 1 kg of uranium contains 24e6 kWh. d. How would the capacity of the plant need to change in order for the LCOE to decrease to be comparable to the LCOE of a wind farm (assume ~$0.035/kWh)? What does this mean in terms of economic competitiveness of the two technologies? 7. A nuclear power plant has the following characteristics: Capacity = 2.00 Gigawatts Capacity factor = 95.0% Conversion efficiency [Uranium Electricity) = 45.0% Capital Cost = $15 billion Fixed O&M Costs = $10.2 million/year Plant lifetime = 40 years Discount Rate = 10.0% a. How much electricity (in MWh) is generated per year? b. What is the Capital Recovery Factor? What must be assumed for us to be able to use a CRF? C. Calculate the levelized cost of electricity (LCOE) of this nuclear power plant. Assume that uranium costs $80/kg and that 1 kg of uranium contains 24e6 kWh. d. How would the capacity of the plant need to change in order for the LCOE to decrease to be comparable to the LCOE of a wind farm (assume ~$0.035/kWh)? What does this mean in terms of economic competitiveness of the two technologies

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