Relativity and Cosmology

    

Proof for Localized Energy or Inertia in Curved Spacetime

Authors: Dmitri Martila

General Relativity is known for its local character; unlike the omnipresence, i.e., instancy/immediacy of Einstein's ``spookyaction'' while Quantum Entanglement. Hence, it is expected that a local observer can measure/harvest the energy. This means that the famous problem of energy localization should have a positive solution. I introduce an inertial coordinate system (a local inertial tetrad) and derive conservation laws from the covariant four-dimensional divergence of the energy-momentum tensor. As an introduction to the revealing power of such tetrads, different mathematical methods have coincided in showing that Black Holes can start shrinking and, in the finale, completely vanish the falling test objects; the annual pointing of the rotational axis of Earth on the North Star area is also explained.

Comments: 13 Pages.

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Submission history

[v1] 2024-02-18 20:06:49

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