Hyperreactive model in dynamics of a variable-mass point

TL;DR

This paper introduces a hyperreactive model of motion for variable-mass points, proposing new equations that address limitations of traditional models and explore how mass change influences velocity in space travel.

Contribution

It presents a novel hyperreactive model of motion with new equations differing from Meshchersky-Tsiolkovsky equations, improving understanding of velocity limits in space.

Findings

New hyperreactive equations of motion proposed

Model clarifies dependence of motion parameters on mass change

Addresses limitations of traditional variable-mass models

Abstract

Basing on a new approach to the fundamental conception of the momentum of a variable-mass point, the paper deals with the hyperreactive model of motion. The equations of motion are different in this model from the known Meshchersky-Tsiolkovsky equations, which cannot be taken as a principle in the final analysis by reason of their conflicting behaviour. The suggested conception of hyperreactive motion allows to determine in what way the parameters of motion are dependent on the type of mass change, and thus to solve a basic problem how high absolute velocities may be reached in space.