Titlebook: Waves in Nonlinear Pre-Stressed Materials; Michel Destrade,Giuseppe Saccomandi Book 2007 CISM Udine 2007 applied mechanics.dynamics.fluid.

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Interface Waves in Pre-Stressed Incompressible Solids,t secular equations can be derived, including Rayleigh and Stoneley waves in principal directions, and Rayleigh waves polarized in a principal plane or propagating in any direction in a principal plane. We also discuss the merits of polynomial secular equations with respect to more robust, but less transparent, exact secular equations.

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Linear and Nonlinear Wave Propagation in Coated or Uncoated Elastic Half-spaces,ted elastic half-space. We derive the nonlinear evolution equation for small-amplitude long-wavelength travelling waves propagating in a coated elastic half-space where the thin coating induces weak dispersion. We explain a simple method that can be used to compute periodic or solitary travelling-wave solutions.

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Linear and Nonlinear Wave Propagation in Coated or Uncoated Elastic Half-spaces,ted elastic half-space. We derive the nonlinear evolution equation for small-amplitude long-wavelength travelling waves propagating in a coated elastic half-space where the thin coating induces weak dispersion. We explain a simple method that can be used to compute periodic or solitary travelling-wave solutions.

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Incremental Statics and Dynamics of Pre-Stressed Elastic Materials, For the equilibrium equations the incremental theory is built on top of the underlying finite deformation theory, which includes discussion of constitutive laws for isotropic materials and for anisotropy associated with one or two preferred directions. Following the static theory the corresponding

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Interface Waves in Pre-Stressed Incompressible Solids,mi-infinite solid. With a view to model loaded elastomers and soft tissues, we focus on incompressible solids, subjected to large homogeneous static deformations. The resulting strain-induced anisotropy complicates matters for the incremental boundary value problem, but we transpose and take advanta

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