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Expanded node TLM solves for interleaved, or staggered (in space and time) field components.
Other ``condensed'' formulations, such as the Hybrid Symmetric, Super Symmetric etc., solve for the field quantities at the same grid location.
Still just centered differences (but not interleaved).
Some comments:
- TLM: a hunt for unitary scattering junctions
Observation: In waveguide (or WDF) formulation, do not require scattering matrices to be unitary for power conservation. But if needs be, then we have a
Quick fix: Power-normalized waves (unknown in TLM).
- Condensed formulations.
Observation: Scattering junctions derived using field-theoretic manipulations (vaguely like MD-circuit approach).
Observation: Can also approach the problem by using vector delay lines. Build network, then set impedances (now matrices) accordingly.
- Passive arithmetic properties
Observation: unknown in TLM.
Lesson: parochialism is a sad thing.
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