Titlebook: Advances in Mechanics of Microstructured Media and Structures; Francesco dell‘Isola,Victor A. Eremeyev,Alexey Por Book 2018 Springer Inter

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https://doi.org/10.1007/978-3-031-04590-5e the effect of all stress components on bulk diffusion in a logical fashion leading to a tensorial expression of the diffusion coefficient. Several model calculations are performed, mostly in explicit closed form, so that the effect of the various involved parameters can easily be studied.

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A Lot Sizing Game with Uncertain Demand,sis of the physical side of models of the media studied. The interpretation of all physical characteristics responsible for nonclassical effects is proposed, and a description of the spectrum of adhesive mechanical parameters is given. The generalized Aero-Kuvshinskii hypothesis about the proportion

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Cooperative Management Methodology,ed out on the basis of splitting method with respect to spatial variables, Godunov’s gap decay method, Ivanov’s method of constructing finite-difference schemes with controlled dissipation properties and method of straight lines for finding electric field. The algorithm is implemented using the CUDA

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Exact Analytical Solutions for Nonautonomic Nonlinear Klein-Fock-Gordon Equation,lutions .(., ., ., .) are found in the form of an arbitrary function, which depends on one, ., or two, ., . specially constructed functions. The functions are called ansatzes. The ansatzes . are defined as solutions of the special equations (algebraic or mixed type—algebraic and partial differential

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A 1D Continuum Model for Beams with Pantographic Microstructure: Asymptotic Micro-Macro Identificatc limit, only flexible, inextensible, beams can be obtained at the macro-level. In the present paper we address the following problem: is it possible to find a microstructure producing in the limit, after an asymptotic micro-macro identification procedure, a continuum macro-model of a beam which can

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Numerical Simulation of Energy Localization in Dynamic Materials,propriate arrangement or control. These controlled changes in time can be provided by the application of an external (non-mechanical) field, or through a phase transition. In principle, all materials change their properties with time, but very slowly and smoothly. Changes in properties of dynamic ma

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Fracture Prediction of Piezoelectric Ceramic by the 2-D Boundary Element Analysis,anding of their fracture behaviour [.]. Piezoelectricity is a linear effect that is related to the microscopic structure of the solid. Among piezoelectric materials, barium titanate is the most often used as a ceramic material. Barium titanate is a ferroelectric classic perovskite structure with wid