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How fast can we leave the earths pull is my bottom line.
Is additional power of thrust at take off proportionally measured and calculated?

2007-11-18 00:35:11 · 1 answers · asked by Rangefinder 4 in Science & Mathematics Astronomy & Space

1 answers

Sure -

F = mr (omega)^2 = mg

m's cancel out - we get g = r (omega)^2 where g is acceleration due to gravity, r is radius to earth's center of mass, and omega is rotational velocity of the object around the earth.

You can also go one step further and solve for v = r (omega) where v is the horizontal velocity.

Then g = v^2 / r

Checking units, we get ft / sec^2 = (ft^2/sec^2)/ft

So v = square root (rg)

Makes sense to me - perhaps a little oversimplified, but close enough for a reasonable estimate.


ADDED -

You may be looking for the velocity required to leave earth orbit. At launch, escape velocity is about 7 miles / second.

2007-11-18 01:39:00 · answer #1 · answered by Larry454 7 · 1 0

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