在太阳系中进行汤川修正重力(MOG)的试验

L. Iorio
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引用次数: 20

摘要

我们处理汤川式的远程修正引力模型(MOG),该模型最近允许成功地适应许多天体物理学和宇宙学特征,而无需诉诸暗物质。在太阳系尺度上,MOG预测了近日点的行星经度的反常逆行的长期岁差。它们的存在在这里得到了检验,方法是将观测估计的Pitjeva修正与不同行星对的标准牛顿/爱因斯坦近日点进动之比。结果表明,在天体物理尺度上,目前形式的MOG在现象学上是成功的,但在超过3 σ水平的太阳系中是不可能存在的。如果其他天文学家团队能够独立地对近日点通常的进动进行修正,那么就有可能重复这样的测试。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Putting Yukawa-Like Modified Gravity (MOG) on the Test in the Solar System
We deal with a Yukawa-like long-range modified model of gravity (MOG) which recently allowed to successfully accommodate many astrophysical and cosmological features without resorting to dark matter. On Solar System scales, MOG predicts anomalous retrograde secular precessions of the planetary longitudes of the perihelia ϖ . Their existence has been put on the test here by taking the ratios of the observationally estimated Pitjeva's corrections to the standard Newtonian/ Einsteinian perihelion precessions for different pairs of planets. It turns out that MOG, in the present form which turned out to be phenomenologically successful on astrophysical scales, is ruled out at more than 3 σ level in the Solar System. If and when other teams of astronomers will independently estimate their own corrections to the usual precessions of the perihelia, it will be possible to repeat such a test.
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