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📄 define_geometry.m

📁 The Finite Difference Time Domain Method for Electromagnetics With MATLAB Simulations Atef Elshe
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disp('defining the problem geometry');

bricks  = [];
spheres = [];

% define a substrate
bricks(1).min_x = -20*dx;
bricks(1).min_y = -25*dy;
bricks(1).min_z = 0;
bricks(1).max_x = 20*dx;
bricks(1).max_y = 25*dy;
bricks(1).max_z = 3*dz;
bricks(1).material_type = 4; 

% define a PEC plate 
bricks(2).min_x = -12*dx;
bricks(2).min_y = -15*dy;
bricks(2).min_z = 3*dz;
bricks(2).max_x = 12*dx;
bricks(2).max_y = -9*dy;
bricks(2).max_z = 3*dz;
bricks(2).material_type = 2; 

% define a PEC plate 
bricks(3).min_x = -12*dx;
bricks(3).min_y = 9*dy;
bricks(3).min_z = 3*dz;
bricks(3).max_x = 12*dx;
bricks(3).max_y = 15*dy;
bricks(3).max_z = 3*dz;
bricks(3).material_type = 2; 

% define a PEC plate 
bricks(4).min_x = -17*dx;
bricks(4).min_y = -12*dy;
bricks(4).min_z = 3*dz;
bricks(4).max_x = -7*dx;
bricks(4).max_y = 12*dy;
bricks(4).max_z = 3*dz;
bricks(4).material_type = 2; 

% define a PEC plate 
bricks(5).min_x = 7*dx;
bricks(5).min_y = -12*dy;
bricks(5).min_z = 3*dz;
bricks(5).max_x = 17*dx;
bricks(5).max_y = 12*dy;
bricks(5).max_z = 3*dz;
bricks(5).material_type = 2; 

% define a PEC plate 
bricks(6).min_x = -15*dx;
bricks(6).min_y = -25*dy;
bricks(6).min_z = 3*dz;
bricks(6).max_x = -9*dx;
bricks(6).max_y = -12*dy;
bricks(6).max_z = 3*dz;
bricks(6).material_type = 2; 

% define a PEC plate 
bricks(7).min_x = 9*dx;
bricks(7).min_y = -25*dy;
bricks(7).min_z = 3*dz;
bricks(7).max_x = 15*dx;
bricks(7).max_y = -12*dy;
bricks(7).max_z = 3*dz;
bricks(7).material_type = 2; 

% define a PEC plate 
bricks(8).min_x = -15*dx;
bricks(8).min_y = 12*dy;
bricks(8).min_z = 3*dz;
bricks(8).max_x = -9*dx;
bricks(8).max_y = 25*dy;
bricks(8).max_z = 3*dz;
bricks(8).material_type = 2; 

% define a PEC plate 
bricks(9).min_x = 9*dx;
bricks(9).min_y = 12*dy;
bricks(9).min_z = 3*dz;
bricks(9).max_x = 15*dx;
bricks(9).max_y = 25*dy;
bricks(9).max_z = 3*dz;
bricks(9).material_type = 2; 

% define a PEC plate as ground
bricks(10).min_x = -20*dx;
bricks(10).min_y = -25*dy;
bricks(10).min_z = 0;
bricks(10).max_x = 20*dx;
bricks(10).max_y = 25*dy;
bricks(10).max_z = 0;
bricks(10).material_type = 2; 

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