An Iterative Method for Solving Non-Linear Hydromagnetic Equations
C\'edric Boulbe (JAD), Tahar Zam\`ene Boulmezaoud (LM-Versailles), T., Amari (CPHT)
TL;DR
This paper introduces an iterative finite element approach for solving complex non-linear hydromagnetic and Euler's equations, demonstrating its effectiveness through 3D computational tests that confirm convergence and efficiency.
Contribution
The paper presents a novel iterative finite element method specifically designed for non-linear hydromagnetic and Euler's equations, with validation through computational experiments.
Findings
Method converges reliably in 3D tests
High computational efficiency demonstrated
Effective for non-linear hydromagnetic problems
Abstract
We propose an iterative finite element method for solving non-linear hydromagnetic and steady Euler's equations. Some three-dimensional computational tests are given to confirm the convergence and the high efficiency of the method.
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