Mechanics of Materials
Published on 24. June 2024
500 pages
978-2-7598-3200-2 (ISBN)
Description
No detailed description available for "Mechanics of Materials".
More details
Series
Edition
Digital original
Language
English
Place of publication
Les Ulis
France
Target group
Professional and scholarly
US School Grade: College Graduate Student
Edition type
Digital original
File size
21,66 MB
ISBN-13
978-2-7598-3200-2 (9782759832002)
Copyright in bibliographic data and cover images is held by Nielsen Book Services Limited or by the publishers or by their respective licensors: all rights reserved.
Schweitzer Classification
Persons
MA Hongyan:
Hongyan MA is professor from the Department of engineering mechanics, Dalian University of Technology. He has a strong expertise in teaching and research in the field of engineering mechanics.
MEI Yue:
Yue MEI is professor from the Department of engineering mechanics, Dalian University of Technology. He has a strong expertise in teaching and research in the field of engineering mechanics.
MARMYSH Dzianis:
Dzianis MARMYSH is associate professor at Department of Theoretical and Applied Mechanics, Belarusian State University, and has a strong expertise in teaching and research in the field of engineering mechanics.JI Shunying:
Shunying JI is professor from the Department of engineering mechanics, Dalian University of Technology. He has a strong expertise in teaching and research in the field of engineering mechanics.
Hongyan MA is professor from the Department of engineering mechanics, Dalian University of Technology. He has a strong expertise in teaching and research in the field of engineering mechanics.
MEI Yue:
Yue MEI is professor from the Department of engineering mechanics, Dalian University of Technology. He has a strong expertise in teaching and research in the field of engineering mechanics.
MARMYSH Dzianis:
Dzianis MARMYSH is associate professor at Department of Theoretical and Applied Mechanics, Belarusian State University, and has a strong expertise in teaching and research in the field of engineering mechanics.JI Shunying:
Shunying JI is professor from the Department of engineering mechanics, Dalian University of Technology. He has a strong expertise in teaching and research in the field of engineering mechanics.
Content
- Intro
- Mechanics of Materials
- Contents
- Introduction to Mechanics of Materials
- Introduction
- Strength, Stiffness, and Stability
- Research Objects of Mechanics of Materials
- Basic Assumptions of Mechanics of Materials
- Assumption of Continuity
- Assumption of Homogeneity
- Assumption of Isotropy
- Assumption of Infinitesimal Deformation
- External Force, Internal Force and Stress
- External Force
- Internal Force and Method of Section
- Stress
- Displacement, Deformation, and Strain
- Displacement and Deformation
- Strain
- Basic Patterns of Deformation of Prismatic Bar
- Axial Tension and Compression
- Shear
- Torsion
- Bending
- Axial Tension and Compression
- Introduction
- Axial Forces and Axial Force Diagrams
- Normal Force
- Axial Force Diagram
- Stress in an Axially Loaded Bar
- Stresses on Cross Section
- Stresses on Oblique Section
- Saint-Venant Principle
- Mechanical Behaviour of Materials Under Tension and Compression
- Introduction of Tensile and Compressive Tests
- Mechanical Behaviour of Materials Under Tension
- Mechanical Behaviour of Materials Under Compression
- Mechanical Properties of Low Carbon Steel Under Compression
- Mechanical Properties of Cast Iron in Compression
- Strength Condition of Axially Loaded Bar
- Deformation of Axially Loaded Bar
- Statically Indeterminate Problems of Axial Tension and Compression
- Analysis of Statically Indeterminate Problem in Tension and Compression
- Assembly Stress
- Thermal Stress
- Stress Concentration
- Shearing in Connections
- Introduction
- Strength Check of Shearing Deformation in Connections
- Strength Check of Bearing Deformation
- Torsion
- Introduction
- Internal Torque and Internal Torque Diagram
- Twisting Couple on a Transmission Shaft
- Internal Torque and Torque Diagrams
- Pure Shear, Shearing Stress, Hooke's Law in Shear Situations
- Shear Stress on Cross Sections of a Thin-Walled Tube Induced by Torsion
- Shearing Stress
- Hooke's Law in Shearing
- Shear Stress in a Circular Shaft
- Calculation of Shear Stress
- Stress on Oblique Plane of a Circular Shaft Subjected to Torsion
- Strength Design
- Torsional Deformation of a Circular Shaft and Stiffness Design
- Torsional Deformation of a Circular Shaft
- Stiffness Design
- Statically Indeterminate Shaft in Torsion
- The Strength of Helical Springs
- Torsion of Noncircular Shafts
- Free Torsion and Restrained Torsion
- Rectangular Shaft in Torsion
- Bending
- Introduction
- Bending
- Boundary Supports of Beams
- Basic Types of Beams
- Shear Force and Bending Moment
- Shear Force Diagram and Bending Moment Diagram
- Relationships Between Shear Forces, Bending Moments and External Loads
- Differential Relations Among Shear Force, Bending Moments and External Loads
- Draw the Shear Force and the Bending Moment Diagram According to Differential Relations
- Draw Bending Moment Diagram by the Principle of Superposition
- Internal Forces in Plane Frames and Curved Beams
- Internal Forces of Plane Frame
- Internal Force of Curved Beams
- Bending Stress
- Introduction
- Bending Normal Stress
- Geometric Aspects
- Physical Law
- Statics
- Bending Normal Stress
- Normal Stress in Transverse Bending
- Shear Stress in Bending
- Shear Stress of the Beam with Rectangular Cross Section
- Shear Stress of a Beam with I-Shape Cross Section
- Shear Stress of a Beam with Circular and Circular Tubular Cross Section
- Magnitude of Normal Stress and Shear Stress in Transverse Bending
- Effects of Shear Stress on Normal Stress in Transverse Bending
- Strength Condition of the Beam
- Strength Condition of Normal Stress
- Strength Condition of Shear Stress
- Plane Bending and Bending Centre of Asymmetric Section Beams
- Measures to Increase the Bending Strength of Beams
- Selection of an Optimal Cross Section
- Tapered Beams and Beams of Uniform Strength
- Rearrange the External Loading of the Beam
- Bending Deformation
- Introduction
- Approximated Differential Equation of Deflection Curve
- Calculation of Beam Deformation by the Integral Method
- Calculate the Displacement of Beams by the Principle of Superposition
- Stiffness Condition and Design of Beams
- Stiffness Condition of Beam
- Approaches to Improve Bending Stiffness
- Simple Statically Indeterminate Beams
- State of Stress and Strength Theory
- Introduction
- Concept of State of Stress
- General Description of State of Stress
- Strength Theory
- Plane State of Stress Analysis
- Stress on Any Oblique Plane
- Principal Plane
- Principal Stress
- Extreme Shear Stress
- Stress Circles in the State of Plane Stress
- Maximum Stress in the Three-Dimensional State of Stress
- Generalized Hooke's Law
- Mathematical Formulation of the Generalized Hooke's Law
- Volumetric Strain
- Strain Energy and Distortion Energy
- Strain Energy and Strain Energy Density
- Dilatational Strain Energy Density and Distortion Energy Density
- Four Commonly Used Classical Strength Theories
- Strength Theory on Brittle Fracture
- Strength Theory of Plastic Yield
- Combined Deformation
- Introduction
- Unsymmetric Bending
- Combination of Tension (or Compression) and Bending
- Eccentric Load and Core of Section
- Strength Calculation of an Eccentric Axially Loaded Bar
- Core of Section
- Combination of Bending and Torsion
- Stability of Compressive Columns
- Introduction
- Critical Force of Slender Compressive Columns and Euler's Formula
- Critical Force of a Column Hinged at Both Ends
- Critical Force of the Compressive Columns with Other Types of Boundary Conditions
- General Form of Euler's Formula
- Application Scope of the Euler's Formula
- Critical Force and Critical Stress of the Column with Medium or Small Slenderness Ratio
- Stability Check of Compressive Columns
- Methods to Improve the Stability of Compressive Columns
- Select a Proper Section Shape
- Change the Constraints of Compressive Columns
- Reasonably Select Materials
- Energy Method
- Introduction
- External Work Done and Strain Energy
- The External Work Done
- Strain Energy of Member
- Strain Energy Density
- Castigliano's Theorem
- Complementary Work and Complementary Strain Energy
- Introduction of Castigliano's Theorem
- Calculation of the Displacement by Castigliano's Theorem
- Principle of Virtual Work on a Deformable Body
- Unit Load Method
- Introduction of Unit Load Method
- Mohr Integral
- Graph Multiplication Method
- Reciprocal Theorem
- Maxwell-Betti Reciprocal Work Theorem
- Theorem of Reciprocal Displacements
- Statically Indeterminate Structures
- Introduction
- Force Method and General Equation of the Force Method
- Basic Unknown Variables, the Equivalent Statically Determinate System
- General Formulation of the Force Method
- Solution to Externally Statically Indeterminate Problem
- Solution to Internally Statically Indeterminate Problem
- Symmetric Statically Indeterminate Structure
- Dynamic Loads
- Introduction
- Stress and Strain of Members Under Motion with a Constant Acceleration
- Stress of Members in a Uniformly Accelerated Motion
- Stresses and Deformations of Members in a Uniform Circular Motion
- Stress and Deformation Under Impact
- Measures to Improve the Capability of Resisting Impact
- Fatigue
- Introduction
- Alternating Stress
- Fatigue
- Endurance Limit
- The Endurance Limit of Materials
- The Endurance Limit of a Member
- The Fatigue Strength Check of Structures Under Symmetric Cycling Loads
- The Fatigue Strength Check of Structures Under Asymmetric Cycling Loads
- Measures to Improve the Fatigue Strength
- Appendix I Geometric Properties of a CrossSection
- A1.1 First Moment
- A1.1.1 First Moment and Centroid
- A1.1.2 First Moment and Centroid of a Composite Area
- A1.2 Moment of Inertia and Product Moment of Inertia
- A1.3 Parallel-Axis Theorem
- A1.4 Rotation of Axes and Principal Axes
- A1.4.1 The Rotation of Axes
- A1.4.2 Principal Axes and Principal Moments of Inertia
- A1.5 Principal Centroidal Moments of Inertia of Composite Areas
- Appendix A2 Cross-Sectional Properties of Shapes of Steel
- Appendix A3 Mechanical Properties of Materials
- Appendix A4 Geometric Properties of Plane
- References
- Answers to Problems
