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Non-relativistic classical mechanics of point particles: shortest elementary introduction

机译:点粒子的非相对论古典力学:最短的基础介绍

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All physical laws are only approximation to reality in some range of parameters. However, this does not mean that rigorous mathematics is con-traindicated to physics. On the contrary, inconsistencies and controversy of main physical laws give rise to dissatisfaction and urge inquiring minds to deeper plunging into the essence of things. Standard mathematical approach also should tend to the following ideal: 1) there should be axioms, the less the better. However, for some values of parameters they should be as close as possible to the basics of theoretical physics, 2) the range of corollaries and coordination with theoretical physics should be as wide as possible. We give a short mathematical introduction to the classical non-relativistic point particle physics. The goals are - to teach very beginner to do elementary calculations, to introduce him to most used terminology and to provide some global view on this science. Obviously this introduction is not suitable for deep concentration on some narrow part of particle mechanics. The necessary prerequisites - basics of the real analysis, linear algebra and ordinary differential equations.
机译:在某些参数范围内,所有物理定律仅近似于现实。但是,这并不意味着严格的数学仅限于物理学。相反,主要物理定律的矛盾和争议引起不满,并促使研究者更加深入地研究事物的本质。标准数学方法也应趋于以下理想:1)应该有公理,越少越好。但是,对于某些参数值,它们应尽可能接近理论物理学的基础,2)推论和与理论物理学的协调范围应尽可能宽。我们对经典的非相对论点粒子物理学作了简短的数学介绍。目标是-教初学者进行基础计算,向他介绍最常用的术语,并对这种科学提供一些全局性的见解。显然,此介绍不适用于对粒子力学的某些狭窄部分进行深入研究。必要的先决条件-实分析的基础,线性代数和常微分方程。

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