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  Microstructural Randomness And Scaling In Mechanics Of Materials
 

Microstructural Randomness And Scaling In Mechanics Of Materials

by Martin Ostoja-Starzewski

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  An area at the intersection of solid mechanics, materials science, and stochastic mathematics, mechanics of materials often necessitates a stochastic approach to grasp the effects of spatial randomness. Using this approach, Microstructural Randomness and Scaling in Mechanics of Materials explores numerous stochastic models and methods used in the mechanics of random media and illustrates these in a variety of applications.

The book first offers a refresher in several tools used in stochastic mechanics, followed by two chapters that outline periodic and disordered planar lattice (spring) networks. Subsequent chapters discuss stress invariance in classical planar and micropolar elasticity and cover several topics not yet collected in book form, including the passage of a microstructure to an effective micropolar continuum.

After forming this foundation in various methods of stochastic mechanics, the book focuses on problems of microstructural randomness and scaling. It examines both representative and statistical volume elements (RVEs/SVEs) as well as micromechanically based stochastic finite elements (SFEs). The author also studies nonlinear elastic and inelastic materials, the stochastic formulation of thermomechanics with internal variables, and wave propagation in random media.

The concepts discussed in this comprehensive book can be applied to many situations, from micro and nanoelectromechanical systems (MEMS/NEMS) to geophysics.

Features

Presents basic coverage of random geometry and continuum random fields for readers unacquainted with this area
Reviews truss-type and beam-type lattices as well as the construction of the corresponding classical and nonclassical continua
Explores-for the first time in book form-scaling to the RVE in conductivity, linear or finite elasticity and thermoelasticity, elasto-plasticity, and flow in porous media
Provides methods for problems below the RVE via SFEs
Studies effects of microscale material randomness on wavefronts in (in)elastic/nonlinear media
Includes a number of applications from engineering and science to promote active research in the field
Contains numerous problems at the end of the first six chaptersISBN - 9781584884170
 


Pages : 352
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