The orbital speed of a satellite revolving around a
planet in a circular orbit is vo. If its speed is
increased by 10%, then
(1) It will escape from its orbit
(2) It will start rotating in an elliptical orbit
(3) It will continue to move in the same orbit
(4) It will move in a circular orbit of radius 20% more than radius of initial orbit
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ANSWER
Centripetal force = gravitational force
r
mv
0
2
=
r
2
GmM
From the above relations, we can conclude that:
The centripetal force balancing the gravitational force on the satellite is directly proportional to the velocity and inversely proportional to the radius of the orbit.
Thus;
i. If the velocity increases, the centripetal force will also increase and to counter that, the radius of the orbit should decrease.
ii. If we keep the radius unaltered in the equation, the centripetal force will increase more than the gravitational force and the satellite will escape.
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