When it rains, each drop of rain releases a tiny bit of heat as it condenses.
http://chemwiki.ucdavis.edu/Physica...e_Functions/Enthalpy/Enthalpy_Of_Vaporization
The vast amount of rain represented by the biblical flood would have released so much heat, the oceans would have boiled.
Scientists who know these facts long ago, based on facts, abandoned any attempt to save the mythical flood and for very good reason.
It simply could not have happened.
Where do you get the idea of a vast amount of rain boiling the oceans - did you make that up? According to the Bible, "all the fountains of the great deep were broken up, and the windows of heaven were opened." It then rained forty days. There is no necessity for "The vast amount of rain represented by the biblical flood would have released so much heat, the oceans would have boiled." I think this is a strawman argument you concocted to argue to a false conclusion.
No. I did not make that up. It is something that has been around for decades that has been pointed out by knowledgable physicists
http://www.holysmoke.org/cretins/fludmath.htm
Dr. Marty Leipzig looks at the mathematics of 'Noah's Flood.'
"Let's look into that from a physical standpoint. To flood the Earth, we have already seen that it would require 4.252 x 109 km3 of water with a mass of 4.525 x 1021 kg. When this amount of water is floating about the Earth's surface, it stored an enormous amount of potential energy, which is converted to kinetic energy when it falls, which, in turn, is converted to heat upon impact with the Earth. The amount of heat released is immense:
Potential energy: E=M*g*H, where
M = mass of water,
g = gravitational constant and,
H = height of water above surface.
Now, going with the Genesis version of the Noachian Deluge as lasting 40 days and nights, the amount of mass falling to Earth each day is 4.525 x 1021 kg/40 24 hr. periods. This equals 1.10675 x 1020 kilograms daily. Using H as 10 miles (16,000 meters), the energy released each day is 1.73584 x 1025 joules. The amount of energy the Earth would have to radiate per m2/sec is energy divided by surface area of the Earth times number of seconds in one day. That is: e = 1.735384 x 1025/(4*3.14159* ((6386)2*86,400)) = 391,935.0958 j/m2/s.
Currently, the Earth radiates energy at the rate of approximately 215 joules/m2/sec and the average temperature is 280 K. Using the Stefan- Boltzman 4'th power law to calculate the increase in temperature:
E (increase)/E (normal) = T (increase)/T4 (normal)
E (normal) = 215
E (increase) = 391,935.0958
T (normal) = 280.
Turn the crank, and T (increase) equals 1800 K.
The temperature would thusly rise 1800 K, or 1,526.84 C (that's 2,780.33 F...lead melts at 880 F...ed note). It would be highly unlikely that anything short of fused quartz would survive such an onslaught. Also, the water level would have to rise at an average rate of 5.5 inches/min; and in 13 minutes would be in excess of 6' deep.
Finally, at 1800 K water would not exist as liquid."
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Your rainstorm supposed covers all the tall mountains. 25,000 feet in forty days? Each tiny rain drop releases heat. Together, all those raindrops have enough heat to reach 1800 degrees. There would be no ocean to float that ark on, just a ball of superheated steam hotter than mercury.
Obviously you did not read the chemistry article I pointed you to explaining water, heat, condensation-evaporation. Water vapor condensing releases heat.
Genesis 7
4 Seven days from
now I will send rain on the earth for forty days and forty nights, and I will wipe from the face of the earth every living creature I have made.”