Assuming 1000 W/m^2 of solar irradiance hitting the earth at any given time. (1) Assuming a 20% efficiency for photovoltaics with current technology, what is the area in m^2 of solar cells that must be deployed to meet the global demand of 15 TW? Estimate the fraction of the total land area of the US that will be covered in deploying this solar farm. (2) Calculate the energy in TWh that is generated by the solar farm in (1), assuming that sunlight is available for 9 hours on average.

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Assuming 1000 W/m^2 of solar irradiance hitting the earth at any given time.
(1) Assuming a 20% efficiency for photovoltaics with current technology, what is the area in m^2 of solar cells that must be deployed to meet the global
demand of 15 TW? Estimate the fraction of the total land area of the US that will be covered in deploying this solar farm.
(2) Calculate the energy in TWh that is generated by the solar farm in (1), assuming that sunlight is available for 9 hours on average.
Transcribed Image Text:Assuming 1000 W/m^2 of solar irradiance hitting the earth at any given time. (1) Assuming a 20% efficiency for photovoltaics with current technology, what is the area in m^2 of solar cells that must be deployed to meet the global demand of 15 TW? Estimate the fraction of the total land area of the US that will be covered in deploying this solar farm. (2) Calculate the energy in TWh that is generated by the solar farm in (1), assuming that sunlight is available for 9 hours on average.
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