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Test of the gravitational redshift with stable clocks in eccentric orbits: application to Galileo satellites 5 and 6

机译:在偏心轨道上用稳定时钟测试引力红移:在伽利略卫星5和6上的应用

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摘要

The Einstein Equivalence Principle (EEP) is one of the foundations of the theory of General Relativity and several alternative theories of gravitation predict violations of the EEP. Experimental constraints on this fundamental principle of nature are therefore of paramount importance. The EEP can be split into three sub-principles: the universality of free fall (UFF), the local Lorentz invariance (LLI) and the local position invariance (LPI). In this paper we propose to use stable clocks in eccentric orbits to perform a test of the gravitational redshift, a consequence of the LPI. The best test to date was performed with the Gravity Probe A (GP-A) experiment in 1976 with an uncertainty of 1.4 x 10(-4). Our proposal considers the opportunity of using Galileo satellites 5 and 6 to improve on the GP-A test uncertainty. We show that considering realistic noise and systematic effects, and thanks to a highly eccentric orbit, it is possible to improve on the GP-A limit to an uncertainty around (3-4) x 10(-5) after one year of integration of Galileo 5 and 6 data.
机译:爱因斯坦等效原理(EEP)是广义相对论的基础之一,几种引力的替代理论都预测了EEP的违反。因此,对自然这一基本原理的实验性约束至关重要。 EEP可以分为三个子原理:自由落体的通用性(UFF),局部洛伦兹不变性(LLI)和局部位置不变性(LPI)。在本文中,我们建议使用偏心轨道上的稳定时钟来测试引力红移,这是LPI的结果。迄今为止最好的测试是在1976年用重力探针A(GP-A)实验进行的,不确定度为1.4 x 10(-4)。我们的建议考虑了使用伽利略卫星5和6来改善GP-A测试不确定性的机会。我们表明,考虑到现实的噪声和系统影响,并且由于存在一个高度偏心的轨道,因此在积分1年后,可以将GP-A极限提高到(3-4)x 10(-5)左右的不确定性。伽利略5和6数据。

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