| viXra.org > Relativity and Cosmology > viXra:2502.0032 |
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| viXra.org > Relativity and Cosmology > viXra:2502.0032 |
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Relativity and Cosmology |
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Authors: Miquel Piñol
In this article, we examine the case of a body following a nongeodesic centripetal trajectory in the Schwarzschild metric while maintaining a constant fraction of the speed of light. At any moment, light signals can be sent to the body and recovered after reflecting off its surface. Nevertheless, in its own comoving reference frame, the body would require only a finite amount of proper time to reach the Schwarzschild radius. This raises a paradox: the ability to send and recover signals implies that the body remains outside the event horizon, contradicting the usual interpretation of gravitational collapse based on finite proper time. As the body follows a nongeodesic trajectory, we compute the four-force necessary to sustain its motion.
Comments: 6 Pages.
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[v1] 2025-02-06 18:07:35
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