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Classical tests of photons coupled to Weyl tensor in the Solar System

机译:耦合到太阳系中的威基张量的光子的经典试验

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With the purpose of deeply understanding the fundamental interaction between the electromagnetic and gravitational fields, photons coupled to the Weyl tensor was proposed, which could be derived from the Maxwell equation with a Weyl correction. This correction with respect to general relativity in a 4-dimensional spacetime can be characterized by a coupling strength parameter a. By taking such a coupling into account, we investigate its effects on the classical tests in the Solar System, including the deflection of light, the gravitational time delay and the Cassini tracking experiment, and constrain the parameter a with new datasets. None of these works were done before and these data of the experiments are used for testing the photons coupled to the Weyl tensor for the first time. We find that the experimental upper bounds are vertical bar alpha vertical bar less than or similar to 4 x 10(11) - 5 x 10(13) m(2), in which the strongest bound comes from the Cassini tracking. Therefore, it is expected that when more sophisticated frequency standards can be implemented in the
机译:以深入理解电磁和引力场之间的基本相互作用的目的,提出了耦合到威基张量的光子,其可以从麦克斯韦方程衍生出威尔校正。该校正相对于4维空间中的一般相对性可以通过耦合强度参数A表征。通过考虑这种耦合,我们研究了对太阳系中的经典测试的影响,包括光的偏转,重力时间延迟和Cassini跟踪实验,并将参数A与新数据集约束。之前没有这样的作品,并且这些实验的这些数据用于测试第一时间耦合到Weyl Tensor的光子。我们发现实验性上限是垂直条α垂直条小于或类似于4×10(11) - 5×10(13)m(2)的垂直条,其中最强的结束来自Cassini跟踪。因此,预计可以在更复杂的频率标准中实现

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