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This work presents new equations for kinetic and potential energies in a geostationary satellite system, suggesting implications for satellite physics.
In this work, we present the new expressions of global effective kinetic, gravitational potential and total energies, obtained in the Geostationary Satellite (GS)-Earth interaction system, as those given in Equations (4, 5, 6), and enhanced by a new global effective kinetic mass of the GS, as that given in Eq. (1). Some concluding remarks are given as follows. At the low speed v (<< c), c being the light speed, given in the non-relativistic case, they . At v=c, given in the relativistic case, the kinetic energy is found to be equal to: , for , and, in particular, for p=2, to: , in good accordance with that proposed by Einstein in 1905 [1], m being the rest mass of the GS, as those shown in Table 1.
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Prof. Dr. Huynh Van Cong* (2026) studied this question.
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