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equation for kinetic energy of a satellite. Total energy of satellite in orbit -GMm2r. If a satellite is orbitting round the earth in a circular orbit of radius r R h where h is its altitude the expression for the kinetic energy will be Ek 12 m Vo2 GMm 2Rh where M.
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GmM2r - GMmr TE. Newtons Law A satellite revolving in a circular orbit round the Earth possesses both potential energy and kinetic energy. Part a Enter an expression equation not a solution in numbers for the kinetic energy KE of the satellite in terms of m and v.
The kinetic energy of a satellite in a circular orbit is half its gravitational energy and is positive instead of negative.
The gravitational attraction for the satellite by the Earth is greater than the gravitational attraction for the Earth by the satellite. The kinetic energy of a satellite in a circular orbit is half its gravitational energy and is positive instead of negative. In classical mechanics kinetic energy KE is equal to half of an objects mass 12m multiplied by the velocity squared. The mass of the satellite is m 97 10 3 kg.
