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Circular polarization and Port
Posted Sep 25, 2012, 10:05 a.m. EDT RF & Microwave Engineering Version 4.3 2 Replies
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I am simulating an optical fibre and more particularly a fibre tip. For this it is preferable to use circular polarization. Circular polarization can be defined e.g. with a scattering boundary condition, setting the Ex and Ey components to have a phase difference of exp(i*pi/2), with z the propagation direction. This gives a flat field amplitude over the fibre cross-section. However, I would like to have the proper amplitude-distribution over the fibre. I could implement functions for the amplitude-distribution, e.g. Gaussian. But it would be nice to use Port and find the mode using Comsol.
Is there a way to use Port & Type = Numeric to get circular polarization?
Circular polarization is just a superposition of two linear polarizations, so it should in principle be possible to solve for TE and then TM, and superimpose the two resulting field-distributions. Maybe there is a way to do two Boundary Mode Analysis, find the TE and the TM-solution, and use the phase-shifted sum of the two as the input field?
Is there a way to use Port & Type = Numeric to get circular polarization?
Circular polarization is just a superposition of two linear polarizations, so it should in principle be possible to solve for TE and then TM, and superimpose the two resulting field-distributions. Maybe there is a way to do two Boundary Mode Analysis, find the TE and the TM-solution, and use the phase-shifted sum of the two as the input field?
2 Replies Last Post Sep 25, 2012, 11:34 a.m. EDT