Material modeling and structural mechanics / Holm Altenbach, Michael Beitelschmidt, Markus Kästner, Konstantin Naumenko, Thomas Wallmersperger, editors.
2022
TA418.5
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Details
Title
Material modeling and structural mechanics / Holm Altenbach, Michael Beitelschmidt, Markus Kästner, Konstantin Naumenko, Thomas Wallmersperger, editors.
ISBN
9783030976750 (electronic bk.)
3030976750 (electronic bk.)
9783030976743 (print)
3030976750 (electronic bk.)
9783030976743 (print)
Published
Cham, Switzerland : Springer, 2022.
Language
English
Description
1 online resource (xxii, 336 pages) : illustrations (some color).
Item Number
10.1007/978-3-030-97675-0 doi
Call Number
TA418.5
Dewey Decimal Classification
620.105
Summary
This book presents various questions of continuum mechanical modeling in the context of experimental and numerical methods, in particular, multi-field problems that go beyond the standard models of continuum mechanics. In addition, it discusses dynamic problems and practical solutions in the field of numerical methods. It focuses on continuum mechanics, which is often overlooked in the traditional division of mechanics into statics, strength of materials and kinetics. The book is dedicated to Prof. Volker Ulbricht, who passed away on April 9, 2021.
Bibliography, etc. Note
Includes bibliographical references.
Access Note
Access limited to authorized users.
Source of Description
Online resource; title from PDF title page (SpringerLink, viewed April 5, 2022).
Added Author
Ulbricht, Volker, honouree.
Altenbach, Holm, 1956- editor.
Beitelschmidt, Michael, editor.
Kästner, Markus, editor.
Naumenko, Konstantin, editor.
Wallmersperger, Thomas, editor.
Altenbach, Holm, 1956- editor.
Beitelschmidt, Michael, editor.
Kästner, Markus, editor.
Naumenko, Konstantin, editor.
Wallmersperger, Thomas, editor.
Series
Advanced structured materials ; 161. 1869-8441
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Table of Contents
1. The Use of the Homogenization Method in the Analysis of Anisotropic Creep in Metal-matrix Composites
2. General Forms of Limit Surface: Application for Isotropic Materials
3. Model Order Reduction: The Bridge Between Structural Mechanics and System Simulation
4. Identification of Temperature Dependent Material Properties in Composite Plates Utilizing Experimental Vibration Data. 5. Unilateral Constraints and Multibody Dynamics.
2. General Forms of Limit Surface: Application for Isotropic Materials
3. Model Order Reduction: The Bridge Between Structural Mechanics and System Simulation
4. Identification of Temperature Dependent Material Properties in Composite Plates Utilizing Experimental Vibration Data. 5. Unilateral Constraints and Multibody Dynamics.