"惯性定理"是个多义词,它可以指惯性原理,惯性定理(代数学定理)。
通过建立二次型与对称双线性函数之间的对应关系,在双线性函数的概念下讨论二次型化标准型的问题,最后给出惯性定理的一个证明。
In this paper, we use the theory of symmetric bilinear function to solve problems of quadratic form, and finally give a proof of the inertia theorem.
笔者经过必要的推导得出结论:动能定理与惯性参考系的选取无关。
The author concludes by necessary inference that kinetic energy law is irrelevant to the selection of inertia reference system.
介绍了在非惯性系中建立动力学方程的方法,惯性系中拉格朗日方程在非惯性系中的转换形式,以及非惯性系中的能量定理和能量守恒定律的应用等研究成果。
Recent trends in the Lagrange equation's conversion and form from inertial system to non-inertial system, the application of energy theorem, energy conservation law, etc. are introduced.
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