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Balance of force of gravity by centripetal force

Yes, for any given orbital radius (r) only one velocity will give stable orbit, this is called the critical velocity.

Pick your orbital radius and satellite mass (m)

Use Gmm / r2 to calculate gravitational force (f),

then find velocity from : v = sq root ( (r * f ) / m)

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βˆ™ 13y ago
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βˆ™ 5mo ago

No, the critical velocity is the minimum velocity needed for an object to break free from the gravitational pull of a celestial body. The orbital velocity of a satellite is the velocity required to maintain a stable orbit around the celestial body without falling back to the surface.

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Q: Is the critical velocity equal to orbital velocity of satellite?
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Related questions

What is the effect on the orbital velocity of the sattelite if its orbital radius is doubled?

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What is Velocity of projection of satellite?

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Can satellites at different heights have equal velocities?

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Why the weight of a satellite and the centripetal force keeping the satellite in orbit is not a valid example of action and reaction to which Newton's Third Law of Motion applies?

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