Gravitational energy-momentum - The Einstein pseudotensor reexamined

Physics

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Energy, Gravitational Waves, Momentum, Relativity, Space-Time Functions, Coordinate Transformations, Field Theory (Physics), Gravitation Theory, Scalars, Tensor Analysis

Scientific paper

By using a suitable two-point scalar field, a covariant formulation of the Einstein pseudotensor is given. A unique choice of scalar field is made possible by examining the role of linear and angular momentum in their correct geometric context. It is shown that, contrary to many text-book statements, linear momentum is not generated by infinitesimal coordinate transformations on space-time. Use is made of the nonintersecting lifted geodesics on the tangent bundle, to space-time, to define a globally regular three-dimensional Lagrangian submanifold of the tangent bundle, relative to an observer at some point z in space-time. By integrating over this submanifold rather than a necessarily singular spacelike hypersurface, gravitational linear and angular momentum, relative to z, are defined, and shown to have sensible physical properties.

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