The suns energy that hits earth is measured at 126,000 lumins per square meter.
Now take our sun and move it 2.6 light years away. Now, using the inverse square law, calculate the amout of energy that earth would receive at 100 percent efficiency. The amount of the suns energy to reach earth from that distance, would be 1/20,000th of a lumin per square meter. Based on that number and the distances that Nasa puts on stars, we should not see any stars in the sky. The night sky would be black.
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I did watch the video. How far can we see the sun? My research has me thinking for now, about 3000 miles to the closest "light spot" reflecting upon the Firmament or the waters below the firmament. There is no knowing as of yet how thick or deep that water is. But water does reflect light well.. I assume you've seen the rockets hit that water videos.
3 Comments
FatUnicorn
- half a year ago
The suns energy that hits earth is measured at 126,000 lumins per square meter. Now take our sun and move it 2.6 light years away. Now, using the inverse square law, calculate the amout of energy that earth would receive at 100 percent efficiency. The amount of the suns energy to reach earth from that distance, would be 1/20,000th of a lumin per square meter. Based on that number and the distances that Nasa puts on stars, we should not see any stars in the sky. The night sky would be black.
CandidaBlack
- a year ago
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Dragon Slayer Intel
- a year ago
I did watch the video. How far can we see the sun? My research has me thinking for now, about 3000 miles to the closest "light spot" reflecting upon the Firmament or the waters below the firmament. There is no knowing as of yet how thick or deep that water is. But water does reflect light well.. I assume you've seen the rockets hit that water videos.