Titlebook: Geometric Continuum Mechanics; Reuven Segev,Marcelo Epstein Book 2020 The Editor(s) (if applicable) and The Author(s), under exclusive lic

羞辱

Homogenization of Edge-Dislocations as a Weak Limit of de-Rham Currentstheir singular counterparts, de-Rham currents. Isolated dislocations are represented by closed 1-forms with singularities concentrated on submanifolds of co-dimension one (the defect locus), whereas a continuous distribution of dislocations is represented by smooth, non-closed 1-forms. We prove that

健忘症

A Kinematics of Defects in Solid Crystalsion for this is the need to place quantities that are useful in phenomenological theories of inelastic behaviour (which are many and rather varied) in a general mathematical framework. Partly, too, simple assumptions regarding defective crystal symmetries are inadequate, so a re-evaluation of those

牵索

Limits of Distributed Dislocations in Geometric and Constitutive Paradigmsdefects in solids. In one paradigm, the fundamental objects are geometric structures on the body manifold, e.g., an affine connection and a Riemannian metric, which represent its internal microstructure. In the other paradigm, the fundamental object is the constitutive relation; if the constitutive

beta-carotene

On the Homogeneity of Non-uniform Material Bodiess non-uniform, however, the material groupoid is generally not differentiable. In such cases, the analysis can be based on a new differential geometric construct called the material distribution, to which we can associate other physically meaningful objects, such as a material foliation, with the he

Euthyroid

Alveolar-Bone

https://doi.org/10.1007/978-3-662-61590-4heme at a time when there is undoubtedly a growing awareness that problems in many areas of our lives — health, law and order, wealth creation — can only be tackled successfully if choice is exercised and those concerned understand the issues and consequences of their actions and voluntarily decide