Originally posted by VonDoomen
reply to post by ADVISOR
On average, the earth gains 40,000 metric tons per year from space debris.
65 million years x 40,000 tons per year = 2,600,000,000,000 meaning since the time of the dinosaurs, earth has gained roughly 2.6 trillion metric
tons. Although, compared to the current weight of earth that is roughly only a 3% gain.
Originally posted by Arbitrageur
www.sciencedaily.com...
Each year nearly 40,000 tons of cosmic dust fall to Earth from outer space. Now, the first successful chronological study of extraterrestrial dust
in Antarctic ice has shown that this amount has remained largely constant over the past 30,000 years
So that amounts to 2,600,000,000,000 tons of mass gained by the Earth over the last 65 million years if that rate was constant and if anything it was
probably slightly higher in the past so that number is probably a little bit larger. So could that make a difference? While that sounds like a lot,
compare that to the Earth's mass of 6,600,000,000,000,000,000,000 short tons hypertextbook.com... and it's not
enough to make a lot of difference, the percentage increase is so small it's insignificant.
When I do the math I get 3.94 x 10^-10 which is about 0.0000000004 or 0.00000004%
You got 3%, one of our maths must be wrong. We agree on the numerator but you didn't show what you used as the denominator.
I think the rate was probably higher in the past, but even if that number was twice as large it's still insignificant.
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The denser atmosphere theory is interesting and its possible the Earth had a denser atmosphere in the past, we know that is true for Mars so why not
Earth?
But the problem is that even if the atmosphere was denser, an object only gets the buoyancy equal to the amount of air it displaces:
en.wikipedia.org...
The net upward buoyancy force is equal to the magnitude of the weight of fluid displaced by the body.
So even if air was denser back then which seems possible, it was still relatively light, and not enough to provide much buoyancy like a denser fluid
such as water would. The buoyancy effect of a 2 bar atmosphere would be significant for a balloon, but not that big a deal for land animals. Just
compare the density of air at 20deg C to water at 20deg C:
en.wikipedia.org...
water: 998.2071 kg/m^3
air: 1.204 kg/m^3
So air is 829 times less dense than water now,and even at 2 bar, it would have still been over 400 times less dense than water.
[edit on 8-12-2009 by Arbitrageur]