论文标题
牛顿力学中的无效拉格朗日人，确切的量规功能和力量
General null Lagrangians, exact gauge functions and forces in Newtonian mechanics
论文作者
论文摘要
开发了一种构建一般零lagrangians及其确切量规函数的方法。这些功能用于独立于牛顿动力学来定义古典力。结果表明，精确量规函数产生的力允许将第一个牛顿方程转换为第二个方程。提出的方法给出了对古典力学力量起源的新见解。
A method to construct general null Lagrangians and their exact gauge functions is developed. The functions are used to define classical forces independently from Newtonian dynamics. It is shown that the forces generated by the exact gauge functions allow for the conversion of the first Newton equation into the second one. The presented approach gives new insights into the origin of forces in Classical Mechanics.
