what is the time period of pendulum in the spacecraft orbiting
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The time period of a simple pendulum is inversely proportional to the square root of the gravity acting on the bob. On a artificial satellite orbiting the earth the net gravity is zero . Hence the time period comes to be infinity from the equation which means it doesn't oscillate.
In a space vehicle orbiting around the earth, the apparent weight is zero as the entire gravitational pull is being utilized in providing the centripetal force required for revolving. This is called weightlessness in space. i.e; in effect, the acceleration due to gravity is zero which make the time period of the satellite infinity. The pendulum will not oscillate at all.
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In a space vehicle orbiting around the earth, the apparent weight is zero as the entire gravitational pull is being utilized in providing the centripetal force required for revolving. This is called weightlessness in space. i.e; in effect, the acceleration due to gravity is zero which make the time period of the satellite infinity. The pendulum will not oscillate at all.
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The answer is zero since it is directly proportional to the accerleration of the gravity
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