- Jan 2, 2006
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Suppose that we want to get all that ringwoodite, with the water it contains, from its present depth of about 600 km to the Earth's surface to flood the Earth, and we need to know how much energy is required. The average gravitational acceleration in the Earth's outer 600 km is 9.9 m/s², so E = 4.22×10^23×6×10^5×9.9 = 2.5×10^30 joules. This is about the total energy output of the Sun in 1.8 hours, and about as much energy as the Earth receives from the Sun in 450,000 years. Alternatively, it is the energy of a magnitude 17 earthquake. You will, I think, see the difficulty in the hypothesis that the water for the Flood came from the supposed ocean in the Earth's mantle.
Unless of course they were only as deep as say the ogallalla aquifer- you know that freshwater ocean that waters the American farm belt for over 1 1/2 centuries now?
I am just quoting articles found in science mags that were quoting all them physicists and scientists. NOne of them are YEC BTW. Your side should get together and make a decision.
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