To what volume would you have to compress 25 pounds to form a singularity
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To what volume would you have to compress 25 pounds to form a singularity

[From: ] [author: ] [Date: 11-06-08] [Hit: ]
a sun mass has to be compressed to 2950 meters radius to form a singularity.2950 / (1.754 x 10^29) = 1.682 x 10^-26 meters. Compare that with a proton, at 0.......
Please show your work. Calculate pounds using earth gravity. For a proof of concept for a science fiction idea.

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25 pounds is 11.34 kg under normal gravity. The sun is 1.754 x 10^29 times more massive. Also, a sun mass has to be compressed to 2950 meters radius to form a singularity.

2950 / (1.754 x 10^29) = 1.682 x 10^-26 meters. Compare that with a proton, at 0.82 x 10^-15 meters. The proton is 48 billion times bigger in radius, or 1.16 x 10^32 times larger in volume.

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the radius of a singularity = Gm/C^2 m =11.34 kg ,G=6.6 x10^-11
Volume = 4.1 (Gm/C^2)^3
Note the larger the mass the lower the density of a singularity

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A singularity has a volume of zero.

Also, "pounds" is inapplicable to the concept, as matter is not indefinitely compressible. It would have to be converted to energy first.

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0 volume singularity only exists when density is infinite and volume is zero

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Infinitesimal volume...by definition of what a singularity is.

I.e. you'd need to compress it infinitely dense.
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