An Approximated Model of Wildfire Propagation on Slope

TL;DR

This paper develops a more precise mathematical model for wildfire spread on slopes by integrating environmental factors, using advanced techniques and simulations to improve wildfire management strategies.

Contribution

It introduces a novel wildfire propagation model on inclined terrains that combines Rothermel, Huygens' principle, and advanced mathematics for better accuracy.

Findings

Enhanced model accuracy over traditional methods

Effective simulation results under specific wind conditions

Improved wildfire management insights

Abstract

The increasing frequency and intensity of wildfires underscore the need for accurate predictive models to enhance wildfire management. Traditional models, such as Rothermel and FARSITE, provide foundational insights but often oversimplify the complex dynamics of wildfire spread. Advanced methods, employing sophisticated mathematical techniques, offer more precise modeling by accounting for real-world complexities and dynamic environmental factors. This paper focuses on wildfire propagation over inclined terrains and combines the Rothermel model, Huygens' principle, and advanced mathematical techniques to provide a more precise model of propagation. Environmental parameters and vegetation factors are directly incorporated into formulas and equations to improve the reliability and effectiveness of wildfire management strategies. The practical application of these results is demonstrated through MATLAB simulations, specifically examining wildfire spread under wind conditions that do not impede upwind fire advancement. The findings of this work contribute to both wildfire research and the development of more effective management strategies.