Titlebook: Nonlinear Wave Dynamics of Materials and Structures; Holm Altenbach,Victor A. Eremeyev,Alexey V. Porubo Book 2020 Springer Nature Switzerl

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Book 2020 theory of nonlinear wave processes in generalized continua and structures. It also discusses a number of applications as well as various discrete and continuous dynamic models of structures and media and problems of nonlinear acoustic diagnostics..

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1869-8433 als.Includes a chapter on nondestructive evaluation of damag.This book marks the 60th birthday of Prof. Vladimir Erofeev – a well-known specialist in the field of wave processes in solids, fluids, and structures. Featuring a collection of papers related to Prof. Erofeev’s contributions in the field,

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,A Mathematically Consistent Vector-Matrix Representation of?Generalized Hooke’s Law for?Shear-Rigids to decay into a vector-matrix representation. It is thus possible to formulate the tensorial quantities in form of vector-matrix equations which are mathematically consistent. The key advantages of this approach are disclosed.

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1869-8433 ses a number of applications as well as various discrete and continuous dynamic models of structures and media and problems of nonlinear acoustic diagnostics..978-3-030-38710-5978-3-030-38708-2Series ISSN 1869-8433 Series E-ISSN 1869-8441

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Nonlinear Dynamics of Two-Dimensional Lattices with Complex Structure,aracterize the type of the localized strain waves (tensile or compression), their transverse instability and possible auxetic behavior. Numerical solutions are obtained that describe unstable and stable dynamics of the plane longitudinal and shear waves.

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A Comparison Between Heterogeneous and Homogeneous Layers for Nonlinear Bright Solitary SH Waves inomogeneous materials. The existence of nonlinear bright solitary SH waves in such layers can be found in the literature. Therefore, we aim to overcome the difficulty of a comparison of two nonlinear analyzes for this paper. Besides a comparison part, we add a discussion on some materials in homogeneous media.

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,The Equations of Coupled Dynamics of?Electromagnetoelastic Thin Shells,account the piezoelectric effects. These relations, like the mechanical values, are linearized along the transverse coordinate. As a result, a closed-form solution of system of equations is constructed. From it, the closed-form solutions of systems of equations for an isotropic shell and plate are also constructed as special cases.

符合規(guī)定

Book 2020s. Featuring a collection of papers related to Prof. Erofeev’s contributions in the field, it presents articles on the current problems concerning the theory of nonlinear wave processes in generalized continua and structures. It also discusses a number of applications as well as various discrete and