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Format
Nov2-04, 07:46 PM
How do you find an orbital radius of an object around earth with its mass and Orbital Period?

UrbanXrisis
Nov2-04, 08:11 PM
http://liftoff.msfc.nasa.gov/academy/rocket_sci/orbmech/formulas.html

http://www.glenbrook.k12.il.us/gbssci/phys/Class/circles/u6l4c.html

Format
Nov2-04, 08:21 PM
Awsome, thx man. Some of these equations ive never seen before help alot lol

UrbanXrisis
Nov2-04, 08:35 PM
Never doubt the power of Mr.Google! :tongue2:

:rofl:

Format
Nov2-04, 09:27 PM
When an object eaves the surface of the ground with a certain amount of Kenetic Energy and reaches a max height what does the Potential energy equal to?

I know the equation Ep = -Gmm/r but the question says it leaves the surface with 15 J of Kenetic energy.

Parth Dave
Nov2-04, 09:29 PM
When it reaches a max height, what happens to the kinetic energy?

Format
Nov2-04, 09:30 PM
It equals 0?

Does that mean potential energy is equal to it? or negative?

UrbanXrisis
Nov2-04, 09:54 PM
The potential energy at its max height is equal to the amount of kenetic energy the object has just after it leaves the ground

Format
Nov2-04, 09:57 PM
What about in orbit? How do you solve for Ep when you have Ek if you know the acceleration due to gravity and the mass?

UrbanXrisis
Nov2-04, 10:42 PM
In orbit with constant velocity? or is it accelerating? In space, there is no acceleration due to gravity because there is no gravity.

Format
Nov2-04, 10:50 PM
Its orbiting the earth, and is at a point where gravity is equal to .233 m/sē

UrbanXrisis
Nov2-04, 11:02 PM
I believe the equation you're looking for is:
Gravitational Potential Energy U = mg ( yf - yi ) = mg y

However, I'm not quite sure what you're asking

UrbanXrisis
Nov2-04, 11:07 PM
You might want to also check out this site:
http://www.artcompsci.org/vol_1/v1_web/node32.html

The begining might have some equations that you're looking for.