Master 2 Course
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= Advanced Boundary Element Methods for Wave Propagation = | = Advanced Boundary Element Methods for Wave Propagation = | ||
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* Useful references | * Useful references | ||
Version du 1 juin 2011 à 15:17
Advanced Boundary Element Methods for Wave Propagation
Lecture 1: introduction
Lecture overview
- Useful references
- Jean-Claude Nédélec, « Acoustic and Electromagnetic Equations, Integral Representations for Harmonic Problems », Applied Mathematical Sciences 144, Springer.
- Isabelle Terrasse & Toufic Abboud, « Modélisation des phénomènes de propagation d’ondes », cours de l’école polytechnique.
- Presentation of the course
- Introduction to the mathematical analysis of the diffraction problem
- Integral representation theorem
- Integral equations in the frequency domain
- Boundary Element Method in the Frequency Domain (FD BEM)
- Fast Multipole Method
- Integral equations in the time domain - Time domain BEM
- Current research and future trends
- Modeling
- acoustics
- electromagnetics
- elastodynamics
- Important issues
- Examples of applications in automotive and aeronautic industries
