模拟旋转的强重力逆转时间

Y. Matsuki, P. Bidyuk
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引用次数: 1

摘要

在这项研究中,我们模拟了时间如何在旋转的强重力下逆转。首先假设时间和空间在强引力的作用下会发生扭曲,然后计算旋转引力场的角动量密度。在这个模拟中,我们使用了带球极坐标的爱因斯坦场方程和欧拉变换矩阵来模拟旋转。我们还假设放置在强引力场末端的应力-能量张量反映了角动量的强度,这是旋转轴的法向量(垂直向量)。模拟结果表明,旋转强引力的角动量根据旋转频率的不同,从正(未来)到负(过去),从负(过去)到正(未来)的方向变化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simulation of a rotating strong gravity that reverses time
In this research we simulated how time can be reversed with a rotating strong gravity. At first, we assumed that the time and the space can be distorted with the presence of a strong gravity, and then we calculated the angular momentum density of the rotating gravitational field. For this simulation we used Einstein’s field equation with spherical polar coordinates and the Euler’s transformation matrix to simulate the rotation. We also assumed that the stress-energy tensor that is placed at the end of the strong gravitational field reflects the intensities of the angular momentum, which is the normal (perpendicular) vector to the rotating axis. The result of the simulation shows that the angular momentum of the rotating strong gravity changes its directions from plus (the future) to minus (the past) and from minus (the past) to plus (the future), depending on the frequency of the rotation.
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