Computational Aspects of a Numerical Model for Combustion Flow
Gianluca Argentini
TL;DR
This paper presents a computational method for numerically solving PDE systems in combustion flow using a finite differences approach combined with interpolation and error estimation techniques.
Contribution
It introduces a novel numerical scheme that integrates interpolations and error estimates to improve PDE solutions in combustion modeling.
Findings
Enhanced accuracy of PDE solutions through interpolation methods.
Quantitative error bounds for the finite differences scheme.
Potential improvements in combustion flow simulations.
Abstract
A computational method for numeric resolution of a PDEs system, based on a Finite Differences schema integrated by interpolations of partial results, and an estimate of the error of its solution respect to the normal FD solution.
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Taxonomy
TopicsNumerical methods for differential equations · Differential Equations and Numerical Methods · Material Science and Thermodynamics