Set up a cash flow spreadsheet using the following parameters. Capital costs $2500/KW. 10% discount rate, 20 year life, capacity factor of 30% and O&M costs of $30/KW. No fuel costs and ignore taxes. Calculate what you will need to sell electricity for to obtain a zero NPV. What does a zero NPV mean and what happens at this point? How does this relate the levelized cost of energy?
Assume Installed Capacity =1KW | ||||||
Capacity Factor =30%= | 0.3 | |||||
Annual electricity generation(KW hour) | 2628 | (365*24*0.3) | ||||
Capital Cost =1*$2500 | $2,500 | |||||
Annual O& M Costs=$30*1= | $30 | |||||
For zero NPV, Present Value of cash inflows=$2500 | ||||||
Rate | Discount rate | 10% | ||||
Nper | Number of years | 20 | ||||
Pv | Present Value of Cash inflows | $2,500 | ||||
PMT | Annual Cash inflows | $293.65 | ||||
(Using PMT function of excel) | ||||||
Annual O& M cost | $30 | |||||
Annual Revenue =293.65-30= | $263.65 | |||||
Annual electricity generation(KW hour) | 2628 | |||||
Selling Price of electricity per KW hour | $0.10 | (263.65/2628) | ||||
Levelized Cost of electricity | $0.10 | |||||
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