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arXiv 1206.0306gr-qcastro-ph.EPphysics.space-ph
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开普勒轨道的λ摄动

Lambda Perturbations of Keplerian Orbits

Yurii V. Dumin

摘要:

为了估计“暗能量“对开普勒轨道的影响,我们求解了实验粒子在类点质量场中的广义相对论运动方程,该类点质量场嵌入在由λ项形成的宇宙学背景中,在无穷远处具有真实的宇宙学Robertson-Walker渐近性。研究发现,在轨道初始半径、史瓦西半径和德西特半径这三个关键参数之间存在一定关系的情况下,由λ项引起的特定长期扰动变得显著,即可以达到标准哈勃流的速率。这一事实本身就很有趣,而且可能对行星和恒星双星系统的长期动力学产生重要影响。

英文摘要:

To estimate influence of the "dark energy" on the Keplerian orbits, we solve the general relativistic equations of motion of a test particle in the field of a point-like mass embedded in the cosmological background formed by the Lambda-term with realistic cosmological Robertson-Walker asymptotics at infinity. It is found that under certain relations between three crucial parameters of the problem--the initial radius of the orbit, Schwarzschild and de Sitter radii--the specific secular perturbation caused by the Lambda-term becomes significant, i.e. can reach the rate of the standard Hubble flow. This fact is interesting both by itself and may have important consequences for the long-term dynamics of planets and stellar binary systems.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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