by DavidFolks » Wed 26 Sep 2007, 20:07:07
$this->bbcode_second_pass_quote('Nicholai', 'W')hat area would you need to fill in solar panels to accommodate both a growth in energy use and a reduction on our current fossil fuel based electricity generation?
Step 1, determine your energy requirements and add whatever percentage required for growth. For sake of simplicity, state them in kilowatt hours.
Step 2, determine the average ammount of energy that falls on the area in the form of sunlight. Measure this in kilowatts per square meter.
Step 3, determine the average time the area is exposed to sunlight.
Step 4, determine the average time the area is not exposed to sunlight. This includes night, average cloud cover, etc..
Step 5, determine the percentage energy loss in charging and discharging your storage system.
Step 6, determine the percentage energy loss in converting sunlight to electricity.
Now, set up enough solar panels so you can meet the demand while the sun is shining,
PLUS charge the storage system,
PLUS make up for conversion losses.
As a for instance:
1) We need 100 + 10% kilowatt hours, or 110kwH
2) We average 1.35 kilowatts per square meter from the sun
3) We average 8 hours per day of strong light
4) We average 16 hours per day of insufficient light
5) We average 15% energy loss charging, and 15% loss discharging, for a total of 30% loss
6) We only get 30% conversion of sun to electricity.
So for 110 kwH average daily requirements, we need about 66 kwH storage. Because of conversion losses, we need to generate about 86 kwH.
We also need to generate what we can use during daylight, which is about 34 kwH. This gives a grand total of 120 kwH over an 8 hour period, or and average of 15 kilowatts per hour.
Now our panels are only 30% efficient, so we get about .4 kilowatts per square meter. That means we would need 37.5 square meters of solar panels to generate what we need.
With 10% growth, we would need an additional 3.75 square meters per year.
Finding the actual figures required, and the necessary calculations, are left as an exercise for the student.
Bear in mind that this is a very simplistic approach to your solution, but should provide a little better idea than a WAG.
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