Thermodynamics and scale relativity

TL;DR

This paper explores the integration of fractal paths from scale relativity into thermodynamics, aiming to extend the theoretical framework by combining concepts from Nottale and Asadov-Kechkin.

Contribution

It introduces a novel approach to incorporate fractal geometry into thermodynamical models, bridging scale relativity with thermodynamics.

Findings

Fractal paths can be effectively integrated into thermodynamic equations.

The approach offers new insights into the geometric nature of thermodynamic processes.

Potential for new thermodynamic models based on scale relativity principles.

Abstract

It is shown how the fractal paths of scale relativity (following Nottale) can be introduced into a thermodynamical context (following Asadov-Kechkin).