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Post‐Newtonian extensions of the Runge–Lenz vector

Argüeso, F. ; Sanz, J. L.

Journal of mathematical physics, 1984-10, Vol.25 (10), p.2935-2938 [Periódico revisado por pares]

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Título:
Post‐Newtonian extensions of the Runge–Lenz vector
Autor: Argüeso, F. ; Sanz, J. L.
Assuntos: Classical general relativity ; Exact sciences and technology ; General relativity and gravitation ; Physics
É parte de: Journal of mathematical physics, 1984-10, Vol.25 (10), p.2935-2938
Descrição: We obtain the most general post‐Newtonian extension of the Runge–Lenz vector corresponding to a very large class of two‐body relativistic systems whose equations of the relative motion can be derived from a post‐Newtonian Hamiltonian depending on four parameters which include the electromagnetic and gravitational cases. Assuming a couple of conditions, we fix the arbitrariness and obtain a unique post‐Newtonian Runge–Lenz vector, whose associated symmetries generate the same algebra as in the Keplerian case.
Editor: Melville, NY: American Institute of Physics
Idioma: Inglês

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