Macroscopic behavior of heterogeneous materials from the microstructure

presented at the Winter Annual Meeting of the American Society of Mechanical Engineers, Anaheim, California, November 8-13, 1992
  • 185 Pages
  • 1.15 MB
  • 1937 Downloads
  • English

The Society , New York
Inhomogeneous materials -- Congresses., Micromechanics -- Congresses., Microstructure -- Congre
Statementsponsored by the Applied Mechanics Division, ASME ; edited by S. Torquato, D. Krajcinovic.
SeriesAMD ;, vol. 147, AMD (Series) ;, v. 147.
ContributionsTorquato, S., Krajcinovic, Dusan., American Society of Mechanical Engineers. Applied Mechanics Division., American Society of Mechanical Engineers. Winter Meeting
Classifications
LC ClassificationsTA418.9.I53 M33 1992
The Physical Object
Paginationvi, 185 p. :
ID Numbers
Open LibraryOL1745946M
ISBN 100791811018
LC Control Number92056556

Macroscopic modeling of SMA materials behavior by far is not a unique methodology toward describing and understanding shape memory alloys behavior. An interesting and comprehensive survey of different approaches toward modeling SMA materials performance can be found in a two-part paper by Lagoudas et al.

() and Patoor et al. The first part of the book deals with the quantitive characterization of the microstructure of heterogeneous materials. The second part of the book treats a wide variety of macroscopic transport, electromagnetic, mechanical, and chemical properties of heterogeneous materials and describes how they are linked to the microstructure of model and 5/5(2).

The prediction of the behavior of heterogeneous materials by the use of properties of constituents and their microstructure is a central problem of micromechanics.

This book is the first one in micromechanics where a successful effort of systematic and fundamental research of the microstructure of the wide class Macroscopic behavior of heterogeneous materials from the microstructure book heterogeneous materials of 5/5(2).

The second part of the book studies the relation of the bulk effective properties to the microstructure of a random heterogeneous material. The probability characterizations of the microstructure given in the first part are used to compute the effective bulk properties in the four different areas of conduction, elasticity, trapping, and flow in porous by: Get this from a library.

Macroscopic behavior of heterogeneous materials from the microstructure: presented at the Winter Annual Meeting of the American Society of Mechanical Engineers, Anaheim, California, November[S Torquato; Dusan Krajcinovic; American Society of Mechanical Engineers.

Applied Mechanics Division.; American Society of Mechanical Engineers. The interdisciplinary subject of random heterogeneous materials has experienced remarkable growth since the publication of the well-known monograph Statistical Con tinuum Theories by Beran ().

Many of these advances, especially those concerning the statistical characterization of the microstructure and its effect on the physical prop erties of the material.

Description Macroscopic behavior of heterogeneous materials from the microstructure PDF

In materials science, the effective behavior of complex heterogeneous materials is dominated by the local material behavior and its structural arrangement at the microscopic level, see, e.g Author: Salvatore Torquato.

The first part of the book deals with the quantitive characterization of the microstructure of heterogeneous materials. The second part of the book treats a wide variety of macroscopic transport, electromagnetic, mechanical, and chemical properties of heterogeneous materials and describes how they are linked to the microstructure of model and.

Random, heterogeneous materials will be our principal concern throughout this book. Examples of engineered materials belonging to this class are polycrystalline metal and ceramic alloys, fiber- and particle-reinforced composites, polyphase amorphous materials, and some classes of polymers (see Figure ).

Examples of natural materials in this. heterogeneous materials such as metallic alloys, polymers and composites. Each chapter is devoted to one of the major classes of material behaviour.

As the subtitles indicate, Volume 1 deals with micro- and macroscopic constitutive behaviour. Random Heterogeneous Materials: Microstructure and Macroscopic Properties Interdisciplinary Applied Mathematics: : Salvatore Torquato: Libros en idiomas extranjerosFormat: Tapa blanda.

In book: Integral methods in science and engineering, pp the macroscopic behavior of heterogeneous granular material is assumed to be controlled by.

Influence of Microstructure on Microscopic and Macroscopic Strain Behavior of Soft PZT Ceramics Lupascu D.C., Hoffmann M.J. () Influence of Microstructure on Microscopic and Macroscopic Strain Behavior of Soft PZT Ceramics.

In: Galassi C., Dinescu M., Uchino K., Sayer M. (eds) Piezoelectric Materials: Advances in Science, Technology and Cited by: 1. Mechanical Behaviour of Materials: Volume 1: Micro- and Macroscopic Constitutive Behaviour - Ebook written by Dominique François, André Pineau, André Zaoui.

Read this book using Google Play Books app on your PC, android, iOS devices. Download for offline reading, highlight, bookmark or take notes while you read Mechanical Behaviour of Materials:.

Macroscopic Behavior of Random Media From the Microstructure S. Torquato. Recent progress that we have made on the problem of determining the macroscopic properties of random heterogeneous media from the microstructure is reviewed. A variety of different effective properties are considered, including the effective thermal (or electrical Cited by: 3.

Download Macroscopic behavior of heterogeneous materials from the microstructure FB2

T1 - Microstructure Representation and Reconstruction of Heterogeneous Materials Via Deep Belief Network for Computational Material Design. AU - Cang, Ruijin. AU - Xu, Yaopengxiao. AU - Chen, Shaohua. AU - Liu, Yongming. AU - Jiao, Yang.

AU - Ren, Max Yi. PY - /7/1. Y1 - /7/1Cited by: Most materials used in contemporary life and industry are heterogeneous (composites) and multicomponent, possessing a rich and complex internal structure.

This internal structure, or microstructure, plays a key role in understanding and controlling the continuum behavior, or macroscopic, of a wide variety of materials.

Errata for Second Printing of “Random Heterogeneous Materials: Microstructure and Macroscopic Properties” by S. Torquato (Springer-Verlag, New York, ). Efforts in understanding and predicting the behavior of fiber composites past the elastic regime have typically focused on attempting to Author: Imad Hanhan, Ronald F.

Agyei, Xianghui Xiao, Xianghui Xiao, Michael D. Sangid. Microstructure is the very small scale structure of a material, defined as the structure of a prepared surface of material as revealed by an optical microscope above 25× magnification.

The microstructure of a material (such as metals, polymers, ceramics or composites) can strongly influence physical properties such as strength, toughness, ductility, hardness, corrosion. Text: No Text book. References: “Heterogeneous Materials I. –Linear Transport and Optical Properties”, Muhammad Sahimi, Published by Springer.

Details Macroscopic behavior of heterogeneous materials from the microstructure EPUB

ISBN "Random Heterogeneous Materials. -Microstructure and Macroscopic Properties" by Salvatore Torquato. Published by Springer. ISBN Random microstructures of heterogeneous materials play a crucial role in the material macroscopic behavior and in predictions of its effective properties.

A common approach to modeling random multiphase materials is to develop so-called surrogate models approximating statistical features of the : Ustim Khristenko, Andrei Constantinescu, Patrick Le Tallec, J.

Tinsley Oden, Barbara I. Wohlmuth. Errata for \Random Heterogeneous Materials: Microstructure and Macroscopic Properties" by S. Torquato (Springer-Verlag, New York, ) Updated on J The faculty in the Mechanics of Materials Research Group conduct research and offer coursework involving topics at the interface of materials science and mechanics of materials.

A major theme is the incorporation of materials structure-property relations in. A Theory and Numerical Method for Chemo-mechanical Coupling Behavior of Heterogeneous Materials Materials Design from Bottom to Up Based on the Multi-scale Computation Framework Chemical and Physical Characteristics of the Single Crystal Silicon Surface Polished by the Atmospheric Pressure Plasma Polishing (APPP) Method.

@article{osti_, title = {A hierarchical framework for the multiscale modeling of microstructure evolution in heterogeneous materials.}, author = {Luscher, Darby J}, abstractNote = {All materials are heterogeneous at various scales of observation.

The influence of material heterogeneity on nonuniform response and microstructure evolution can have profound impact. AAM – Materials – 2 Alloy constitution AAM – Materials – 5 Wrought materials production > Automotive sheet AAM – Materials – 5 Wrought materials production > Extrusion AAM – Products – 6 Cast alloys and products Microstructure of forged EN AWT6 etched acc.

to Barker Source: ATS/ F. OstermannFile Size: 1MB. Understanding hydraulic fracturing mechanisms in heterogeneous laminated rocks is important for designing and optimizing well production, as well as for predicting shale gas production.

In this study, a micromechanics-based numerical approach was used to understand the physical processes and underlying mechanisms of fracking for different strata orientations, in-situ Author: Haijun Zhao, Dwayne D.

Tannant, Fengshan Ma, Jie Guo, Xuelei Feng. T1 - Effect of microstructural heterogeneity on the mechanical behavior of nanocrystalline metal films.

AU - Rajagopalan, Jagannathan. AU - Saif, M. Taher A. PY - /11/ Y1 - /11/ N2 - Conventionally, mean grain size is considered the most critical microstructural parameter in determining the mechanical behavior of pure by: multi-scale variational formulation for modelling of material with evolving microstructure is introduced.

Numerical procedures for multi-scale modelling of the stressed grain growth process are discussed in section 4. Concluding remarks are given in section 5. Wavelet-based methods for multi-scale modelling of heterogeneous materials with. Concrete is a composite material that consists of a binding medium and aggregate particles and can be formed in several types.

It may be considered to consist of three phases: a cement paste, the aggregate, and the interfacial transition zone (ITZ) between them.

In addition to ordinary Portland cement, the essential components of the base of concrete are aggregates and by: 5.In this paper, a design procedure of the microstructure of composite materials is proposed for the emergence of desired macroscopic function.

The homogenization method is used for the expression of the correlativity between micro- and macroscopic properties, and genetic algorithms (GA) is used to solve the optimization by: 2.Abstract. Recently, giant dielectric permittivities (∊ ' ̃ 10 4) have been found in several nonferroelectric materials such as CaCu 3 Ti 4 O 12 (CCTO) (Subramanian et al., J.

Solid State Chem.; Homes et al., Science), doped-NiO (Wu et al., Phys. Rev. Lett.) systems (Li x Ti y Ni 1 - x - y O, Li x Si y Ni 1 - x - y O, Ki x Ti y Ni 1 - x .