4 ms·
If ChatGPT's math is correct, a point-size flat mirror will project a 5 km beam width at a distance of 500 km: https://chatgpt.com/share/d8858873-0c51-4024-a82d
by p1mrx 2y ago
If ChatGPT's math is correct, a point-size flat mirror will project a 5 km beam width at a distance of 500 km: https://chatgpt.com/share/d8858873-0c51-4024-a82d-8cb12922bef1 https://chatgpt.com/share/d8858873-0c51-4024-a82d-8cb12922be...
So in order to receive this beam efficiently, you would need a solar array 5 km in diameter with 100% ground coverage. Efficiency decreases if the array is smaller or less dense. Maybe you could use a curved mirror to focus the beam to a smaller diameter, but that seems more difficult than spinning a flat mylar sheet.
Assuming you had such an array, every 1 m^2 of mirror should provide roughly as much power as 1 m^2 of panels on the ground.
- jdsnape 2y agoIf you can't be sure or know how to verify that ChatGPT's maths is correct, then surely the output is entirely meaningless?
- p1mrx 2y agoIt's fairly simple math; I was just being lazy. Verification: https://www.wolframalpha.com/input?i=5km+%2F+500km+*+1+AU https://www.wolframalpha.com/input?i=5km+%2F+500km+*+1+AU = "1.1 x mean diameter of the sun"
- zamadatix 2y agoAccording to the application page it is indeed a 5 km beam.