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Create and Edit
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Under the Location tab, specify the incident direction of the Plane Wave by entering values for both Incident Theta and Incident Phi. These angles are defined in XF's spherical coordinate system where theta, $\theta$, is referenced from the z-axis and phi, $\phi$, is referenced from the x-axis. Verify the incident direction by viewing the yellow indicator arrow in the Geometry window.
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Under the Properties tab, identify the excitation by filling in the Name and select the Waveform. The ETheta Amplitude $E_\theta$, EPhi Amplitude $E_\phi$, and EPhi Phase Offset $\psi$ fields define linearly, circularly, or elliptically polarized plane waves.
- Linear: $E_\theta \neq 0$ and/or $E_\phi \neq 0$ and $\psi = 0^\circ$
- Circular: $E_\theta = E_\phi$ and $\psi = \pm 90^\circ$
- Elliptical: $E_\theta \neq 0$, $E_\phi\neq 0$, $\psi \neq 0^\circ$, and circular polarization criteria are not met.
Users should note that a sinusoidal waveform is required when defining a circular or elliptical polarization.
Consider a time-harmonic plane wave traveling in the negative Z direction, $(\theta,\phi) = (0,0)$ and the following example polarizations, which can be defined through the editor.
Polarization | $E(x,y,z)$ | ETheta Amplitude | EPhi Amplitude | EPhi Phase Offset |
---|---|---|---|---|
Linear | $E_xe^{j\omega z}$ | 1 | 0 | 0 |
Linear | $(E_x + E_y)e^{j\omega z}$ | 1 | 1 | 0 |
Circular | $(E_x + jE_y)e^{j\omega z}$ | 1 | 1 | $90^\circ$ |
Elliptical | $(E_x + E_ye^{j\psi})e^{j\omega z}$ | 1 | 1 | $\psi$ |
Simulate
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Users should note that all active Circuit Components and Waveguide Interfaces will be set to passive loads and matched terminations, respectively, when a Plane Wave excitation is selected.