Engineering mechanics. 2, Strength of materials : an introduction with many examples / Christian Mittelstedt.
2023
TA405 .M58 2023
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Title
Engineering mechanics. 2, Strength of materials : an introduction with many examples / Christian Mittelstedt.
ISBN
9783662665909 electronic book
3662665905 electronic book
9783662665893
3662665891
3662665905 electronic book
9783662665893
3662665891
Published
Berlin : Springer Vieweg, [2023]
Language
English
Description
1 online resource (ix, 323 pages) : color illustrations
Item Number
10.1007/978-3-662-66590-9 doi
Call Number
TA405 .M58 2023
Dewey Decimal Classification
620.1/12
Summary
This book follows the classical division of engineering mechanics as taught at universities in Germany and is devoted to strength of materials, i.e. the determination of stresses and of deformations in elastic bodies. The aim of this book is to provide students with a clear introduction and to enable them to formulate and solve engineering problems in this field. For this purpose, the book provides a number of examples. This book is intended for university students of mechanical engineering, civil engineering, mechanics, but also all other courses in which the contents of this book play a role. The Contents Introduction to linear elasticity ; Plane stress state ; Bars ; Beams ; Beam deflections ; Shear stresses in beams ; Torsion ; Energy methods ; Buckling of bars The author Univ.-Prof. Dr.-Ing. habil. Christian Mittelstedt is the head of the institute for "Lightweight Construction and Design" at the Department of Mechanical Engineering at Darmstadt University of Technology.
Note
Includes index.
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Access limited to authorized users.
Source of Description
Description based on online resource; title from digital title page (viewed on March 06, 2023).
Available in Other Form
Print version: 9783662665893
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Table of Contents
Linear elasticity theory
Plane stress state
Bars and bar systems
Beams
Bending line
Shear force shear
Torsion
Energy methods
Bar buckling.
Plane stress state
Bars and bar systems
Beams
Bending line
Shear force shear
Torsion
Energy methods
Bar buckling.