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Custom Radiation Pattern and Fields

This example shows how to visualize a radiation pattern and vector fields from the user imported pattern data. Use the patternCustom function to plot the field data in 3-D. This function also allows you to view the sliced data. Alternatively, use the polarpattern object to visualize the field data in 2-D polar format. The polarpattern function allows you to interact with the data and perform antenna specific measurements. You can also plot the vector fields at a point in space using the fieldsCustom function.

Import 3D Pattern Data

Use the readmatrix function to read the 3D Radiation pattern data stored in a .csv file. In the first part of this example, you use the patternCustom function to visualize the 3D data. The function can also be used to visualize 2D slices of the 3D data.

M = readmatrix("CustomPattern_testfile.csv");

Plot 3D Radiation Pattern on Polar Coordinate System

Specify the electric field magnitude (MagE) vector/matrix along with the theta and phi vectors to plot the 3D radiation pattern on a polar coordinate system. If MagE is a matrix, it must be of size phi-by-theta. If MagE is a vector, then all the 3 arguments MagE, phi and theta must be of the same size.

patternCustom(M(:,3),M(:,2),M(:,1));

Figure contains an axes object. The hidden axes object contains 16 objects of type surface, line, text, patch.

Plot 3D Radiation Pattern on Rectangular Coordinate System

Specify the CoordinateSystem property as "rectangular" to plot the 3-D radiation pattern on a rectangular coordinate system. The default coordinate system is polar.

patternCustom(M(:,3),M(:,2),M(:,1),CoordinateSystem="rectangular");

Figure contains an axes object. The axes object with xlabel Theta (degree), ylabel Phi (degree) contains an object of type surface.

Visualize 2D Slices from the 3D Data

Specify the CoordinateSystem property as "polar" to plot a 2-D slice on a polar coordinate system plot. Specify the Slice property to either "phi" or "theta", depending on the plane you want to view the data in. Additionally, specify the SliceValue property with a vector of phi or theta angles for the slices as input values.

patternCustom(M(:,3),M(:,2),M(:,1),CoordinateSystem="polar",...
    Slice="phi",SliceValue=[45 90 180 360]);

Figure contains an axes object. The hidden axes object contains 4 objects of type line. These objects represent phi=45° Ⓐ , phi=90° , phi=180° , phi=360° .

Set the CoordinateSystem property to "rectangular" to plot the same data in a rectangular coordinate system plot.

patternCustom(M(:,3),M(:,2),M(:,1),CoordinateSystem="rectangular",...
     Slice="phi",SliceValue=[45 90 180 360]);

Figure contains an axes object. The axes object with xlabel Theta (degree), ylabel Magnitude contains 4 objects of type line. These objects represent phi =45 deg, phi =90 deg, phi =180 deg, phi =360 deg.

Plot 2D Polar Data

Use the polarpattern function to plot pattern data in polar format as shown below. The generated plot is interactive and allows you to perform antenna specific measurements. The data for this illustration is stored in a MAT file which stores directivity values calculated over 360 degrees with one degree separation.

load polardata
p = polarpattern(ang, D);

Figure contains an axes object. The hidden axes object contains an object of type line.

Right-click inside the figure window to interact with the plot. The figure below shows a screen shot of the context menu. Context menus can be used to do measurements such as peak detection, beamwidth calculation etc. You can also add a cursor by right clicking inside the polar circle.

Select the Antenna Metrics option in the context menu shown above, to visualize the antenna specific measurements as shown below.

Plot Vector Field Data at a Point in Space

Use the fieldsCustom function to plot vector electric and/or magnetic fields at any point in space as shown below. The MAT file EHfielddata contains the E and H field data at the points in space specified by the x, y and z coordinates. The electric and magnetic fields are complex quantities and have x, y and z components at every point in space. The fields can be artificially scaled for better visualization.

load EHfielddata;
figure
fieldsCustom(H, points, 5);

Figure contains an axes object. The axes object with xlabel X, ylabel Y contains an object of type quiver.

The function is used to plot one field quantity at a time. To plot both E and H fields on the same plot, use the hold on command.

figure
fieldsCustom(gca, E, points, 5);
hold on;
fieldsCustom(gca, H, points, 5);
hold off;
legend("E","H");

Figure contains an axes object. The axes object with xlabel X, ylabel Y contains 2 objects of type quiver. These objects represent E, H.

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