Code covered by the BSD License
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Cpm(KF,mv,mvv,nmax)
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Hpm1(KF,u,q,mv,nmax)
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Hpm2(KF,u,q,mv,nmax)
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Jpm(KF,u,q,mv,nmax)
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Npm(KF,mv,nmax)
% NORMALIZATION FACTOR OF ANGULAR MATHIEU FUNCTIONS
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Spm(KF,v,mv,nmax)
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Ypm(KF,u,q,mv,nmax)
% RADIAL MATHIEU FUNCTION OF THE SECOND KIND
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[va,mv,vt]=eig_Spm(KF,q)
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dHpm1(KF,u,q,mv,nmax)
% DERIVATIVE OF RADIAL MATHIEU FUNCTION OF THE THIRD KIND
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dHpm2(KF,u,q,mv,nmax)
% DERIVATIVE OF RADIAL MATHIEU FUNCTION OF THE FOURTH KIND
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dJpm(KF,u,q,mv,nmax)
% DERIVATIVE OF RADIAL MATHIEU FUNCTION OF THE FIRST KIND
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dSpm(KF,v,mv,nmax)
% DERIVATIVE OF ANGULAR MATHIEU FUNCTION
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dYpm(KF,u,q,mv,nmax)
% DERIVATIVE OF RADIAL MATHIEU FUNCTION OF THE SECOND KIND
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gpm(KF,q,mv,nmax)
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value=extract_one_value(KF,t,...
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vec=extract_one_column(KF,t,m...
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example1_Jpm.m
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example1_Spm.m
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example2_Jpm.m
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example2_Spm.m
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View all files
Mathieu Functions Toolbox v.1.0
by E. Cojocaru
13 Nov 2008
elliptical cylinder coordinates, special functions,
angular and radial Mathieu functions
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Watch this File
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| File Information |
| Description |
The Mathieu functions are used to solve analytically some problems in elliptical cylinder coordinates. The computational toolbox includes routines for the characteristic values, the expansion coefficients, and the four categories of angular and radial Mathieu functions together with their derivatives: even-even, even-odd, odd-even, and odd-odd. Example files are included. All relations are given explicitly in the documentation file, in pdf format. Tables of numerical values are included in the pdf file. Revisions are specified in the readme file. |
| MATLAB release |
MATLAB 6.5 (R13)
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