Wave propagation in a three-dimensional doubly periodic parallel plate waveguide

Author:

Sandström Sven-Erik

Publisher

Elsevier BV

Subject

General Physics and Astronomy,Applied Mathematics,Modelling and Simulation,Computational Mathematics

Reference14 articles.

1. Wave Propagation in Periodic Structures;Brillouin,1946

2. Stopbands in a corrugated parallel plate waveguide;Sandström;J. Acoust. Soc. Amer.,1986

3. Stopbands of the first-order Bragg interaction in a parallel-plate waveguide having multiperiodic wall corrugations;Asfar;IEEE Trans. Microwave Theory Tech.,1980

4. The application of the method of multiple scales to wave propagation in periodic structures;Asfar;SIAM Rev.,1983

5. The Rayleigh hypothesis and a related least-squares solution to scattering problems for periodic surfaces and other scatterers;Millar;Radio Sci.,1973

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1. Introduction;Dynamic Equivalent Modeling of Acoustic Metamaterials;2022

2. Point force excitation of surface waves along the doubly corrugated traction‐free boundary of an elastic half‐space;The Journal of the Acoustical Society of America;1994-11

3. Guided modes in a layered elastic half‐space with doubly corrugated surfaces;The Journal of the Acoustical Society of America;1994-11

4. Bragg resonances in a doubly periodic planar waveguide;Journal of Applied Physics;1989-02-15

5. A Comparison of Some Methods for Corrugated Waveguides;Springer Series on Wave Phenomena;1988

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