Titlebook: Mechanics for Materials and Technologies; Holm Altenbach,Robert V. Goldstein,Evgenii Murashk Book 2017 Springer International Publishing A

Minuet

Block Element Method for the Stamps of the no Classical Form,nd in mathematical physics. The approach has been induced by the Wiener–Hopf method, and its extension to the 3D case is called the integral factorization method and is mostly used in applications to domains with smooth boundary. In the present paper, the method is applied to domains with piecewise

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高脚酒杯

Alpha-Cells

Deformation of Spherical Inclusion in an Elastic Body with Account for Influence of Interface Consilane but also out-of-plane stresses on the surface deformation, was proposed by the authors. Definition of all interface values as integrals of the excesses of the corresponding bulk values over the normal to the interface, and procedure of energy variation resulted in constitutive equations for the

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Axillary

On the Problem of Diffusion in Materials Under Vibrations,. Within a two-component continuum model, we derived the generalized diffusion equation. As an application, the phenomenon of impurity localization is considered in a rod under vibrations. The obtained numerical and analytical results are compared with experiments on the investigation of impurity re

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A Study of Objective Time Derivatives in Material and Spatial Description,nge of the Frame of Reference (FoR). For this purpose it is first necessary to establish the transformation properties of gradients of scalar fields, which then leads to the transformation properties of the gradient itself, a.k.a. nabla operator. The analysis is based on the notion of so-called tens

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On Electronically Restoring an Imperfect Vibratory Gyroscope to an Ideal State, or bell revolves at a rate proportional to the inertial rotation rate of the cylinder or bell”. Bryan’s factor is the proportionality constant that can be theoretically calculated for an ideal vibratory gyroscope (VG). If a perfectly symmetric VG is not ideal, that is, if imperfections and damping

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