Self-organization in the tornado: the new approach in the tornado description

TL;DR

This paper introduces a novel mathematical model for tornado dynamics using nonlinear momentum transfer equations and thermodynamic principles, aiming to explain tornado self-organization and fundamental existence questions.

Contribution

It presents a new modeling approach combining nonlinear equations and thermodynamics to better understand tornado self-organization.

Findings

Model produces consistent physical results

Provides insights into tornado self-organization

Addresses fundamental questions about tornado existence

Abstract

For the mathematical modeling of highly non-equilibrium and nonlinear processes in a tornado in this paper a new approach based on nonlinear equations of momentum transfer with function of sources and sinks is suggested. In constructing the model thermodynamic description is used, which is not entered before and allows discovering new principles of self-organization in a tornado. This approach gives fairly consistent physical results. This is an attempt to answer some fundamental questions concerning the existence of a tornado based on the created model and numerical results.