This came about from an idea me neighbor had. He ain’t so good in math and asked me to calculate for him. He plans on using this against his next door neighbor whom pesters the 7734 out of him to attend church.
I post here for any person to use, regardless.
Tons ALWAYS = 1000kg. The best pseudo-facts are:
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Rained for 40 days. I have to assume this is a total of 3,456,000 seconds, using the assumption of 40 complete days.
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To cover the uttermost peaks “and then some” means minimum 9km (Everest ≈ 8,845m).
Don’t need much else. Calculate volume of Earth, then add another 9km to radius and recalculate. Subtract Earth’s volume, and you are left with the volume of water that covered the Earth. Then, you can calculate its mass from 1000kg/m^3. Remember, a cubic kilometer has 1,000,000,000 cubic meters.
VMR = Volumetric Mean Radius = radius of a perfect sphere containing the same volume as the oblate spheroid in question.
Earth VMR = 6371km
Maximum Elevation ≈ 8.845km (round to 9)
Minimum Flood VMR 6380km
Final Mass of Water = 4 597 068 188 938 064 432 124 kg (4.597 e21 kg)
Rainfall per Day = 114 926 704 723 451 610 803 kg (1.149 e20 kg)
Rainfall per Hour = 4 788 612 696 810 483 783 kg (4.788 e18 kg)
Rainfall per Minute = 79 810 211 613 508 063 kg (7.981 e16 kg)
Rainfall per Second = 1 330 170 193 558 468 kg (1.330 e15 kg)
Calculate the numbers your self. Just remember, the Rainfall Rates above are over the entire surface of Earth. I got the rainfall down to 2,608,177 kg per square km per second.
Now, think on this. 2,608,177 kilograms = 5,750,046 pounds.
That is 2875.023 short tons per square km per second. Do you NOT realize that kind of rainfall rate would literally crush and smash everything flat to the ground? Even that Arkthing? And it keeps dumping that much every second for 40 days (3,456,000 seconds).
For a 1 meter square, that is still 2.608kg (5.75lbs) of rain every second for 3,456,000 seconds!
Gads! What kind of heat does that generate? Remember, energy converts to power which produces heat.
Franklin