Ansys HFSS Propagation Constants & Optimization  Ansys Webinar:
This webinar discusses the latest best practices in antenna design and optimization using HFSS, along with bestpractices on writing propagation constant formulas and creating dispersion diagrams.
Basics of a Dispersion Diagram
In order to obtain a dispersion diagram for the first mode of a parallel plate waveguide, we want to apply HFSS. A dispersion diagram shows the propagation constant as a function of frequency and essentially indicates the amount of phase shift present in a material at a given frequency.
A parallel plate waveguide’s propagation constant, = xkx + yky, can be represented as a vector quantity because it permits twodimensional wave propagation. A unitcell must be specified, and the proper periodic boundary conditions (PBCs) must be used, in order to construct the dispersion diagram. A symmetric unitcell is described in this manner for the sake of simplicity and the fact that a parallel plate waveguide can be thought of as a periodic structure.
Ansys HFSS Propagation Constant & The Brillouin Zone
Additionally, the highsymmetry locations for the Brillouin zone are defined as
(Kxp = 0; kyp = 0) = Г
(kxp =, kyp = 0) = X
(kxp = kyp = π) = М
The Brillouin zone is the most fundamental area for identifying a unitpropagation cell’s vector; in essence, if all of the propagation vectors in the Brillouin zone are defined, the entire periodic structure’s characteristics are obtained. As shown by the path shown on the Brillouin zone, the dispersion diagram will start at, go to, then to M, and finally return to.
Parallel Plate Waveguides & HFSS Propagation Constant
One of the waveguides that is most frequently covered in electromagnetics textbooks is the parallel plate waveguide. Two metallic plates, either separated by air or a dielectric substrate, make up a parallel plate waveguide.
Although it is falsely believed that the plates can extend infinitely, microwave absorber/matched terminations are utilized at the waveguide’s outer perimeter. An essential TEM mode is supported due to the parallel plate waveguide’s dual metal construction. The eigenmode solver of HFSS is used in this tutorial to produce the dispersion diagram of a parallel plate waveguide with a dielectric substrate permittivity of 10.2 and a height of 2.54 mm. The subsequent engineering concepts are all are covered:
 Basics of a Dispersion Diagram
 HFSS Model Setup
 Boundary conditions that are repeated
 Setup for Analysis/Optometrics
 Plotting outcomes
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