A Generalized Dispersion Equation Combining Coupled Modes, Parity-Time Symmetry, and Leaky Waves Describing Non-Decaying Leaky Surface Waves
Afshin Abbaszadeh, Jordan Budhu

TL;DR
This paper derives a comprehensive dispersion equation that unifies coupled modes, parity-time symmetry, and leaky waves, enabling the design of non-decaying leaky surface wave antennas with high efficiency and potential sensing applications.
Contribution
It introduces a generalized dispersion equation that combines multiple electromagnetic phenomena and demonstrates its application in designing non-decaying leaky surface wave antennas.
Findings
The dispersion equation accurately models non-decaying leaky surface waves.
The designed antenna achieves near-unity transmission despite open far-field conditions.
Full-wave simulations confirm the theoretical predictions and antenna performance.
Abstract
A generalized dispersion equation is derived featuring coupled mode theory, parity-time symmetry, and leaky wave antennas of arbitrary periodic modulation. It can be specialized to each of these cases individually or can describe a structure containing all three electromagnetic phenomena simultaneously in a single antenna. This very general dispersion equation is derived using both mode matching and the transverse resonance method, the latter lacking the ability to provide the field descriptions and wave impedances at the cost of computational simplicity. Using the dispersion equation, a sinusoidally modulated reactive sheet (SMRS) supported by an active impedance sheet backed dielectric spacer is designed. The active impedance sheet is designed to compensate the SMRS radiative leakage loss when coupled in close proximity. Due to the coupling, each spatial harmonic generated by the SMRS…
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Taxonomy
TopicsAdvanced Fiber Optic Sensors · Nonlinear Waves and Solitons · Nonlinear Photonic Systems
