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Highly Recommended Resources - Hand Picked to save you valuable searching time.
welcome
(C) 1999 OmegaPoint Network Enterprises
- BEFORE SCIENCE, ART!
-
- Bridging
Time & Space : Essays on Layered Art
- Society of Layerists in Multi-Media, et al / Hardcover / Published 1998
Average Customer Review: 
NOW get your gray cells in shape before
tackling these ... if you know what you're doing, you could do a lot
with these, if you don't , start easy - say in the pchem area.
- Optical
Waves in Layered Media (Wiley Series in Pure and Applied Optics)
- Pochi Yeh / Paperback / Published 1988 -- teaches the reader how to design
and analyze optical devices using such media. Starting from the simplest
case of plane wave propagation in homogeneous media, the author introduces a
new matrix method for studying the optical properties of multilayer
structures which consist of isotropic materials. He then describes
propagation in anisotropic layered media and in inhomogeneous layers, guided
waves, the coupling of modes, and the optical properties of superlattices
and quantum wells. Materials covered include dielectrics, crystals, and
absorbing media such as metals and semiconductors. Many applications are
described, including spectral filters, Bragg relectors, Fabry-Perot etalons,
antireflection coatings, ellipsometry, gradient index imaging rods,
birefringent filters, waveguide couplers, and x-ray mirrors and
oscillators..
- Acoustics
of Layered Media I : Plane and Quasi-Plane Waves (Springer Series on Wave
Phenomena, 5)
- L. M. Brekhovskikh, O. A. Godin / Paperback / Published 1998 -- the
list of topics is toooooooooooooo long to include.. click it
- Acoustics
of Layered Media II : Point Source and Bounded Beams (Springer Series on
Wave Phenomena, 10)
- L. M. Brekhovskikh, O. A. Godin / Hardcover / Published 1999 -- the theory
of sound propagation in inhomogeneous media
- Numerical
Solution of Antennas in Layered Media (Electronic and Electrical Engineering
Research Studies, Antennas Series, No 8)
- Volkert W. Hansen / Paperback / Published 1989
- Transient
Waves in Layered Media (Methods in Geochemistry and Geophysics, No 26)
- M. Tygel, P. Hubral / Hardcover / Published 1987
- Wave
Propagation in Layered Anisotropic Media : With Applications to Composites
- Adnan H. Nayfeh, Adnan H. Payfeh / Hardcover / Published 1995 -- Alright
so I'll break down and put a long TOC here, Table
of Contents ---
Introduction. Historical background. Field Equations and
Tensor Analysis. The stiffness tensor. Material symmetry. Matrix forms
of stiffness. Engineering constants. Transformed equations. Expanded field
equations. Planes of symmetry. Bulk Waves. An overview. The
Christoffel equation. Material symmetry. Computer aided analysis. Group
velocity. Energy flux. Generalized Snell's Law and Interfaces.
Boundary conditions. Characterization of incident waves. Critical angles.
Two fluid media. Two isotropic media. Formal Solutions. Common form
of solutions. Triclinic layer. The monoclinic case. Higher symmetry
materials. Formal solutions in fluid media. The alpha - c relation
and the Christoffel equation. Scattered Wave Amplitudes. Notation.
Reflection from a free surface. Scattering from fluid-solid interfaces.
Scattering from solid-solid interface.Interface Waves. Surface waves.
Pseudo-surface waves. Scholte waves. Free Wave in Plates. Free waves
in triclinic plates. Free waves in monoclinic plates. Higher symmetry
material plates. Numerical computation strategy. General Layered Media.
Geometric description of unit cell. Analysis. Properties of the transfer
matrix. Free waves on the layered cell. Waves in a periodic medium. Bottom
bounding solid substrate. Propagation Along Axes of Symmetry.
Geometry. SH waves. Motion in the sagittal plane. Free waves on the
layered cell. Waves in a periodic medium. Bottom bounding solid substrate. Fluid-Loaded
Solids. Reflection from a substrate. Plates completely immersed in
fluids. Higher symmetry cases. Leaky waves. Experimental technique. Piezoelectric
Effects. Basic relations of piezoelectric materials. Simplified field
equations. Analysis. Formal solutions. Higher symmetric materials. Remarks
on the monoclinic-m case. Reflection and transmission coefficients. Sample
illustrations. Remarks on layered piezoelectric media. Transient Waves.
Theoretical development. Source characterization. Integral transforms of
formal solutions. Isotropic media. Anisotropic media. Cagniard-de Hoop
transformation. Semi-space media. Scattering from Layered Cylinders.
Field equations. Formal solutions in isotropic cylinders. Characterization
of incident waves. Formal solutions for a layer. Scattering amplitudes. Elastic
Properties of Composites. General description of fibrous composites. The
model. The layered model. The square fibrous case. Anisotropic fiber and
matrix. Strain energy approach. Undulated fiber. Listen,
if you got to this page and you don't have this book -- just get
it. You'll dave yourself a lot of time.
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