Inversion of Space in the Classical Kinematics of Material Point

Abstract

A definition is given of inversion of space based on its fundamental property to determine the direction between any two different points in it, where a material point moves between. Some examples are examined of inversion of space for different movements. The influence of inversion of space on the main kinematic quantities shown, characterizing the movement of the material point. Many different types of movements examined in case of inversion of space: 1) Reversible movements in which inversion is possible. These are all constant motions and movements in which the tangential acceleration is proportional to the velocity. 2) Irreversible movements in which the inversion is impossible. These are all movements in which the tangential acceleration has a particular source in space. Coordination of the basic kinematic laws at inversion of space has shown. Some major conclusions in the inversion of space has drawn and their impact on classical physics.