Plotting phase distribution on a desired plane using the data retrieved from the EHfields function.
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Hi,
I want to plot the phase distribution on a 2D plane for an array. I am able to plot the vector E and H fields on the desired plane using EHfields function. But how do I plot the phase of the E-field on the same plane? The desired plot in my case would look like a spiral distribution.
Attaching the code for your reference:
%% Circular Array parameters
N = 8;
r = 0.075;
l = 2;
%% Feed Locations OR Element Position
for n = 1: N
pos(n,:) = [r*cos(2*pi*(n-1)/N) r*sin(2*pi*(n-1)/N) 0];
end
%% Phase Shift assigned on each element (depends on l)
phs_element = NaN(N,1);
for n = 1 : N
phs_element(n,:) = (2*pi*n*l/N)*(180/pi);
end
%% Defining array
arr = conformalArray;
dip = dipole;
dip.Length = 0.058709;
dip.Width = 0.0012491;
arr.Element = dip;
arr.ElementPosition = pos;
arr.PhaseShift = phs_element;
%% Plotting E and H field vector on a desired plane
x = linspace(-1,1,100);
y = linspace(-1,1,100);
z = zeros(100);
figure
hslice = surf(x,y,z);
xlabel('x-axis');
ylabel('y-axis');
zlabel('z-axis');
colorbar;
rotate(hslice,[1,0,0],30);
xd = get(hslice,'XData');
yd = get(hslice,'YData');
zd = get(hslice,'ZData');
delete(hslice)
p = [xd(:)';yd(:)';zd(:)'];
EHfields(arr,2.4e9,p)
Thank You.
Biplob Biswas.
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