Computational Electrodynamics - the FDTD method (2nd Edition) 3 Dimensional FDTD codes implemented by Matlab and include Dey-Mittra Mesh Generator. The Dey-Mittra Mesh Generator allows you to input a 2-d geometry to solve scattering problems. The geometry is input as straight line segments or circular arcs.

CODES
.....\DEY-MITTRA
PDF_files
CODES\fdtd1D.m;1
.....\fdtd2D.m;1
.....\fdtd3D.m;1
.....\DEY-MITTRA\CircScatter.inp;1
.....\..........\CircScatterCont.jpg;1
.....\..........\CircScatterXY.jpg;1
.....\..........\DM_FDTD.f;1
.....\..........\DM_Mesh.exe;1
.....\..........\PlotCircScat.m;1
.....\..........\PlotMesh.m;1
.....\..........\Readme.txt;1
PDF_files\Fig.13-18.pdf;1
.........\Fig.13-19.pdf;1
.........\Fig.13-20.pdf;1
.........\Fig.13-21.pdf;1
.........\Fig.13-22.pdf;1
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.........\Fig.13-26.pdf;1
.........\Fig.13-27.pdf;1
.........\Fig.13-28.pdf;1
.........\Fig.13-29.pdf;1
.........\Fig.13-30.pdf;1
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.........\Fig.13-32.pdf;1
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.........\Fig.14-01.pdf;1
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.........\Fig.14-26.pdf;1
.........\Fig.14-27.pdf;1
.........\Fig.14-28.pdf;1
.........\Fig.14-29.pdf;1
.........\Fig.14-30.pdf;1
.........\Fig.14-31.pdf;1
.........\Fig.14-32.pdf;1
.........\Fig.14-33.pdf;1
.........\Fig.14-34.pdf;1
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.........\Fig.14-36.pdf;1
.........\Fig.14-37ab.pdf;1
.........\Fig.14-37cd.pdf;1
.........\Fig.14-38.pdf;1
.........\Fig.14-39.pdf;1
.........\Fig.14-40.pdf;1
.........\Fig.15-01.pdf;1
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.........\Fig.15-05.pdf;1
.........\Fig.15-06.pdf;1
.........\Fig.15-07.pdf;1
.........\Fig.15-08.pdf;1
.........\Fig.15-09.pdf;1
.........\Fig.15-10.pdf;1
.........\Fig.15-11.pdf;1
.........\Fig.15-12.pdf;1
.........\Fig.15-13.pdf;1
.........\Fig.15-14.pdf;1
.........\Fig.15-15.pdf;1
.........\Fig.15-16.pdf;1
.........\Fig.15-17.pdf;1
.........\Fig.15-18.pdf;1
.........\Fig.15-19.pdf;1
.........\Fig.15-20.pdf;1
.........\Fig.15-21.pdf;1
.........\Fig.15-22.pdf;1
.........\Fig.15-23.pdf;1
.........\Fig.15-24.pdf;1
.........\Fig.15-25.pdf;1
.........\Fig.16-01.pdf;1
.........\Fig.16-02.pdf;1
.........\Fig.16-03.pdf;1

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