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Abstract: this report Helmholz equation will statue as an example where such a solution method may be utilized. Helmholz equation, or the reduced wave equation, may be regarded as a special case of vector Helmholz equation which in some boundary value problems may be obtained from Maxwell's equation. Therefor, in the end, an outline of how the method of characteristics and asymptotic methods may be applied to Maxwell's equation will also be given. When developing asymptotic methods for wave propagation... (Update)
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BibTeX entry: (Update)
@misc{ hagdahl-examination,
author = "Stefan Hagdahl",
title = "Examination report for the course in "Asymptotic methods for partial differential
equations: Wave propagation", given by J. B. Keller during the winter quarter-99
at UCLA",
url = "citeseer.ist.psu.edu/hagdahl99examination.html" }
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10 Asymptotic methods for partial differential equations: The r.. (context) - Lewis, Keller - 1999
7 Partial differential equations in physics (context) - Sommerfeld - 2000
2 Numerical Methods (context) - Germund
1 Electromagnetigc Wave Theory (context) - Kong - 1986
1 Introduction to the Uniform Geometrical Theory of Diffractio.. (context) - MacNamara - 1990
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