Titlebook: Constitutive Equations of Nonlinear Electromagnetic-Elastic Crystals; E. Kiral,A. Cemal Eringen Book 1990 Springer-Verlag New York Inc. 19

一条卷发

978-1-4612-7963-1Springer-Verlag New York Inc. 1990

杀虫剂

penance

of Uncertainty (on Decision-Making),ws and constitutive equations. The purpose of this summary is to close the theory, without a thorough discussion of the derivations which would require a long, separate account. Interested readers may consult Eringen [1980, Chap. 10] and Eringen and Maugin [1989] for deformable bodies; De Groot and

Brittle

蕨类

松软

https://doi.org/10.1007/978-3-031-49183-2If a crystal is subjected to an influence presented by a tensor., which produces a physical effect., then a linear relationship between the influence and the effect is given by.where the tensors . and . are called physical (field) tensors, and . is the material tensor. Note that, in higher-order eff

Debark

Remote Sensing and Digital Image Processingne solids. For the sake of simplicity, the electromagnetic solids considered here are assumed to have the constitutive equations . for the internal energy. We have similar expressions for the entropy, the electric field, the magnetic induction, the heat flux, and the stress tensor. The arguments .,

防锈

Cupping

Conventional Crystallographic Point Groups,ee-dimensional Euclidean space. The symmetry operators having these properties are rotations about the axes through ., or products of such rotations and the inversion. Such products, of course, include reflections in planes through ..

ensemble