On the fractal properties microaccelerations

TL;DR

This paper investigates the fractal nature of microaccelerations in space laboratories and proposes a model based on the Weierstrass-Mandelbrot function to control inertial-mass characteristics.

Contribution

It introduces a fractal-based model to describe and potentially regulate microaccelerations in space laboratories, linking fractal properties to microgravity control.

Findings

Microaccelerations exhibit self-affinity similar to fractal functions.

A model based on the Weierstrass-Mandelbrot function is proposed.

The model aims to help form inertial-mass characteristics with desired microaccelerations.

Abstract

In this paper the fractal property of the internal environment of space laboratory microaccelerations that occur. Changing the size of the space lab leads to the fact that the dependence of microaccelerations from time to time has the property similar to the self-affinity of fractal functions. With the help of microaccelerations, based on the model of the real part of the fractal Weierstrass-Mandelbrot function is proposed to form the inertial-mass characteristics of laboratory space with a given level of microaccelerations.