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

雪上輕舟飛過

IRS

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.

Perigee

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

Offensive

鈍劍

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

guardianship

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

compose

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

mediocrity

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

colloquial

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