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zertrin | 1 year ago
Even if that doesn't cover the energy demand, the number is not negligible for 438 GW of capacity. Assuming that the effective full sun equivalent in terms of energy production is only 10% of a day in average, we get: 24 h/d × 365 d × 0.1 × 0.438 TW = 384 TWh
I have no idea about the 10% factor, someone more knowledgeable can coreect me, but, we are not speaking thousands of years if the growth continues before the full energy production value is getting close to the energy demand.
Veserv|1 year ago
Or, for simpler calculations, just multiply nameplate capacity by ~2,000 to get the expected annual generation in Wh.
[1] https://www.eia.gov/electricity/annual/html/epa_04_03.html
[2] https://www.eia.gov/electricity/annual/html/epa_04_03.html
NetToolKit|1 year ago
As a single data point in California, the factor for my solar installation was 15.4% for the last twelve months, so your guess seems pretty reasonable
tuatoru|1 year ago
But the 438 number should be 180. Cleantechnica is perpetually over-optimistic. Today, we have 180.
TheRealPomax|1 year ago
Even if 40GW per year gets us to the current coverage in a hundred years, that's not the target. The target needs to be 400GW a year _at the very least_ and realistically it needs to be a terawatt+ if we want to see it happen in our lifetime.
The target isn't today's grid capacity, nor today's usage. It's the one we can expect 50 years from now. Because public infrastructure gets updated at a glacial pace, and charged at "take what we quoted you, double it, then double it again because lol bribes that you can never prove" practices everywhere.
Aloisius|1 year ago
The total US nameplate generation capacity is just 1.3 TW - including mothballed generators, so I'm not sure why we'd need to add 400 GW of capacity per year let alone get to tens of TW of generation capacity.
Admittedly, solar can't generate electricity all the time, but even with a modest 20% capacity factor, it'd take about 600 GW of solar to generate 1 PWh of electricity per year.
Moreover, we rarely come close to using 100% of our existing generation capacity, outside of a few hours during hot summer days. EVs, being well, energy storage devices that are stationary the vast majority of the time, seem well suited to charging whenever we have excess supply - which is again, most of the time.