转动坐标系中的拉格朗日方程及其应用

Lagrange Equation and Its Application in the Rotation Coordinate System

在转动坐标系内,通过引入惯性力场及广义惯性势,拓宽了拉格朗日函数的内涵,导出了转动坐标系中的拉格朗日方程。并通过惯性离心力场的势和科氏力场势的举例,再次说明惯性力场在非惯性系中的真实性。

In the rotation coordinate system, through the introductions of inertia force field and the generalized inertia potential, This article opens up the Lagrange function connotation, derives Lagrange equation in the rotation coordinate system. And through an example of Inertia centrifuge field potential and Coriolis force field potential, the artide once more explains the inertia force field in the non-inertia is the center authenticity.