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- Author(s):
- Krumpholz, Michael; Russer, Peter
- Title:
- On the Dispersion in TLM and FDTD
- Abstract:
- The dispersion relations of a two-dimensional TLM mesh and a three-dimensional TLM mesh with condensed symmetric nodes are calculated. For the calculation of the TLM dispersion relations, we use a generalized method which can be applied to any TLM node described by square scattering and propagation matrices of equal dimension. Introducing the FDTD Hilbert space representation, it is shown that the method is closely related to the method of calculating FDTD dispersion relations
- Keywords:
- condensed symmetric nodes, dispersion (wave), dispersion relations, electromagnetic wave scattering, FDTD Hilbert space representation, finite difference time-domain analysis, mesh generation, propagation matrices, square scattering, three-dimensional TLM mesh, transmission line theory, two-dimensional TLM mesh
- Journal title:
- IEEE Transactions on Microwave Theory and Techniques
- Year:
- 1994
- Journal volume:
- 42
- Month:
- jul
- Journal issue:
- 7
- Pages contribution:
- 1275--1279
- Fulltext / DOI:
- doi:10.1109/22.299768
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