
선형 주기적 로드 안테나는 비로드 안테나와 동일한 복사 패턴을 가지면서도 더 짧은 공진 길이를 가질 수 있다.


coremsg

서브파장-요소를-가진-선형-주기적-로드-안테나의-공진-조건-라그랑지안-접근법


서브파장 요소를 가진 선형 주기적 로드 안테나의 공진 조건: 라그랑지안 접근법


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Periodically loaded antennas can resonate at a length below that of an unloaded resonant antenna, while maintaining the same radiation pattern.


resonance-condition-for-periodically-loaded-antennas-a-lagrangian-approach


Resonance Condition for Periodically Loaded Antennas: A Lagrangian Approach



Substructure characteristic modes are reformulated using a scattering matrix-based approach, allowing for versatile applications in antenna design and computational electromagnetics.


substructure-characteristic-modes-theory-and-computation


Substructure Characteristic Modes: Theory and Computation



The author presents a scattering matrix-based formulation for substructure characteristic modes, expanding the application scope to include arbitrary electromagnetic solvers.


Theory-and-Computation-of-Substructure-Characteristic-Modes-Scattering-Formulation


Theory and Computation of Substructure Characteristic Modes: Scattering Formulation
