by ohanian » Mon 30 Apr 2007, 00:42:10
$this->bbcode_second_pass_quote('Sheb', 'C')lose...you are getting the units a little bit mixed up, though. But you have the right idea--VERY expensive electricity. Consider...
It's *estimated* construction budget is $300,000,000. It's estimated construction time is 3 years. But with technology development, the only one universal truth: It will take longer and cost more. However, for the sake of analysis, let's consider that it does come in on time and within budget.
Assuming that the 40-MW output power is it's *rated* output, which is typical for solar energy generation. Then it's time-averaged output over each year will be about 14-MW (total integrated power in, over time, divided by total time). This means that it will produce 122,724,000 kW-hrs of electricity per year.
Let's just look at recouping building costs over, say, 5 years. Right off the bat, if the $300M cost is spread out evenly over the 3-year construction period, then that is, averaged out, 1.5 years of the recoup time, leaving only 3.5 years of running time to sell electricty in order to pay for its construction. In 3.5 years, in the best of scenarios, the delivered energy output will be:
(3.5-years)*(98,179,200-kw/year) = 343,627,200-kW-hrs.
So, the cost attached to each sold kw-hr *just to cover construction* will be:
$300,000,000/343,627,200-kW-hrs = $0.87/kw-hr.
You are being far too negative. If you want to play with numbers then I can play with numbers too.
(1) Assume 40 MegaWatt is the time average power output over 1 year of sunshine.
(2) Assume it takes 50 years to recover back the cost of construction.
(3) Assume a minimum 4 hours of sunshine per day.
Calculate the cost of construction in dollars per kilowatt hour.
Total kilowatt-hour generated over 50 years is
50 years * 365 days/year * 4 hours/day * 40 megawatt =
2.92E12 watt_hour = 2.92E9 kilowatt_hour
Next divide $300 million (2007 dollars) by 2.92E9 kilowatt_hour
= $0.10 per kilowatt_hour
So it only adds an extra 10 cents (2007 cents) to each kilowatt_hour of electricity to recover back the cost of construction.
Next we shall calculate how much each kilowatt_hour of electricity will cost.
In 1 year, we get
365 days/year * 4 hours/day * 40 megawatt = 5.84E10 watt_hour = 5.84E7 kilowatt_hour
So each kilowatt_hour will cost the consumer
Price = 0.10 + ( AnnualProfit + OperatingCost ) / 5.84E7
Where $0.10 would be the construction cost that we just calculated.