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arXiv 2203.05263gr-qc
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旋转坐标系中静态极限外的力

The Forces outside the static limit in the rotating frame

Andrei Grib, Vitalii Vertogradov, Ivan Fedorov

摘要:

本文考虑闵可夫斯基时空的旋转系来描述静态极限之外的惯性力。我们考虑了静态极限内的惯性力,找到了经典的类似物,然后我们找到了静态极限外的这些力的表达式,这里我们不能考虑极限$\frac{v}{c}\to 0$。我们证明了在一般情况下,如果物体$Ω$的角速度等于角动量$ω$,则加速度等于零。

英文摘要:

In this paper we consider the rotating frame of the Minkowski spacetime in order to describe the inertial forces outside the static limit. We consider the inertial forces inside the static limit to find the classical analogue afterwards we find out the expressions for these forces outside the static limit where we can't consider the limit $\frac{v}{c}\to 0$. We show that in general case if the angular velocity of the object $Ω$ is equal to the angular momentum $ω$ then the acceleration is equal to zero.

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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