Category:Waves in composites and metamaterials
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Pages in category "Waves in composites and metamaterials"
The following 25 pages are in this category, out of 25 total.
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- Waves in composites and metamaterials
- Waves in composites and metamaterials/Acoustic metamaterials and negative moduli
- Waves in composites and metamaterials/Airy solution and WKB solution
- Waves in composites and metamaterials/Airy theory
- Waves in composites and metamaterials/Anisotropic mass and generalization
- Waves in composites and metamaterials/Backus formula for laminates and rank-1 laminates
- Waves in composites and metamaterials/Bloch waves and the quasistatic limit
- Waves in composites and metamaterials/Bloch waves in elastodynamics and bubbly fluids
- Waves in composites and metamaterials/Continuum limit and propagator matrix
- Waves in composites and metamaterials/Duality relations and phase interchange identity in laminates
- Waves in composites and metamaterials/Effective tensors using Hilbert space formalism
- Waves in composites and metamaterials/Elastodynamics and electrodynamics
- Waves in composites and metamaterials/Fading memory and waves in layered media
- Waves in composites and metamaterials/Fresnel equations
- Waves in composites and metamaterials/Hierarchical laminates and Hilbert space formalism
- Waves in composites and metamaterials/Maxwell equations in media
- Waves in composites and metamaterials/Mie theory and Bloch theorem
- Waves in composites and metamaterials/Perfect lenses and negative density materials
- Waves in composites and metamaterials/Point sources and EM vector potentials
- Waves in composites and metamaterials/Rainbows
- Waves in composites and metamaterials/TE waves in multilayered media
- Waves in composites and metamaterials/Transformation-based cloaking in electromagnetism
- Waves in composites and metamaterials/Transformation-based cloaking in mechanics
- Waves in composites and metamaterials/Waves in layered media and point sources
- Waves in composites and metamaterials/Willis equations for elastodynamics