
Structural Analysis
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Persons
Dixiong YANG is a Professor of Engineering Mechanics at Dalian University of Technology, China. In 2004, he received a Ph.D. degree in mechanics from the Dalian University of Technology. His research interests involve the seismic design and vibration-reduction of engineering structures, structural optimization, random vibration and reliability analysis, and computational mechanics. He achieved the second-class award of the National Science and Technology Progress Prize in 2017, and the first-class award of the Natural Science Prize for the Ministry of Education in 2013. He taught the structural analysis course for 18 years and achieved several awards for outstanding teaching at the Dalian University of Technology. He has published over 130 peer-reviewed journal papers and 3 books. He is also the deputy editor of the third edition of the engineering mechanics branch for the civil engineering discipline of Encyclopedia of China and a member of the random vibration committee of the China Society of Vibration Engineering, the International Society of Structural and Multidisciplinary Optimization, and the International Association of Computational MechanicsGU Junfeng:
Junfeng GU is an Associate Professor of Engineering Mechanics at Dalian University of Technology, China. He received a Ph.D. degree in mechanics from the Dalian University of Technology in 2009. Dr. Gu has devoted himself to the study of theory, simulation, and optimization during advanced molding and service of polymer and composite materials. His main research directions include structural optimization, polymer molding process optimization, polymer service behavior, medical polymer interface behavior, and intelligent optimization algorithm. He has published more than 50 academic journal papers and taught the structural analysis course for 8 years. YANG Lei:
Lei YANG is an Associate Professor of Aerospace Engineering at Dalian University of Technology, China. In 2014, he received a Ph.D. degree in flight vehicle design from Beihang University, China. From 2017 to 2019, he worked as a visiting scholar at the University of Nebraska-Lincoln, USA. His research interests involve the design of aircraft structures, mechanics of composite materials, and computational mechanics. He achieved the Young Elite Scientists Sponsorship Program by China Association for Science and Technology in 2017. Dr. Yang has published over 30 peer-reviewed journal papers and taught the structural analysis course for 7 years. He is a member of the Youth Working Committee of the Chinese Society of Composite Materials. CHEN Jingjie:
Jingjie CHEN is an Associate Professor of Naval Architecture and Ocean Engineering at Dalian University of Technology, China. In 2011, she received a Ph.D. degree in design and manufacture of ships and marine structures from the Dalian University of Technology. Her research interests involve the strength, fatigue, and fracture of ship and marine engineering structures, ice ship collision, and the damaged structural ultimate strength analysis in polar regions. Dr. Chen taught the structural analysis course for 8 years and achieved one award for outstanding teaching at the Dalian University of Technology. She has published over 30 peerreviewed journal papers and one book. HU Xiaofei:
Xiaofei HU is an Associate Professor of Engineering Mechanics at Dalian University of Technology, China. He received a Ph.D. degree in mechanics from the Dalian University of Technology in 2012. From 2013 to 2015, he worked as a senior engineer at Schlumberger in Beijing for developing and maintaining a finite element program package "IDEAS". From 2015 to 2017, he moved to the National University of Singapore and worked as a research fellow under the supervision of Professor Tong Earn Tay. His study in Singapore focused on the modelling of the progressive failure in composite laminates using the extended finite element method. From 2017 to now, Dr. Hu moved back to the Dalian University of Technology. So far, he has published more than 50 journal papers and 1 book. He taught the structural analysis course for 6 years.
Content
- Intro
- Structural Analysis
- Brief Introduction to the Book
- Preface
- Contents
- Notations
- Introduction
- Research Object and Tasks of Structural Analysis
- Research Object
- Tasks
- Computational Models of Structures
- Simplification of Structural Systems
- Simplification of Members
- Simplification of Joints
- Simplification of the Supports
- Simplification of Material Properties
- Simplification of Loads
- Classification of Member Structures and Loads
- Classification of Member Structures
- Classification of Loads
- A Brief History of the Development of Structural Analysis
- Energy Principles and Energy Methods
- Force Method and Displacement Method
- Matrix Displacement Method and Finite Element Method
- A Brief Introduction to Important Figures in Structural Analysis
- Kinematic Analysis of Plane Member Systems
- Several Concepts of Kinematic Analysis
- Degree of Freedom and Constraint
- Instantaneously Changeable System and Constantly Changeable System
- Instantaneous Hinge
- Basic Construction Rules of Plane Geometrically Unchangeable Systems
- The Rule of Pin-Joined Member System
- The Rule of Two Rigid Discs
- The Rule of Three Rigid Discs
- Computational Degree of Freedom of Plane Member Systems
- Computational Degree of Freedom of Rigid Disc System
- Computational Degree of Freedom of the Hinged System
- Computational Degree of Freedom of the Mixed System
- Geometrical Stability and Static Determinacy of Systems
- Analysis of Statically Determinate Structures
- Single-Span Statically Determinate Beams
- Single-Span Statically Determinate Beams and Internal Forces
- Relations Between Loads and Internal Forces
- Method of Segmental Superposition
- Multi-Span Statically Determinate Beams
- Statically Determinate Plane Trusses
- Characteristics and Classification of Trusses
- Method of Joints
- Method of Sections
- Combined Application of the Method of Joints and the Method of Sections
- Statically Determinate Plane Frames
- Characteristics of Frames
- Calculation of Support Reactions
- Internal Force Analysis and Drawing Internal Force Diagram of Frames
- Quick Drawing of Moment Diagrams of Statically Determinate Frames
- Statically Determine Composite Structures
- Three-Hinged Arches
- Support Reactions and Internal Force Calculation of Three-Hinged Arches
- Rational Axes of Three-Hinged Arches
- General Properties of Statically Determinate Structures
- Principle of Virtual Work and Deflection Calculation
- Overview of Deflection Calculation
- Concept of Structural Displacements
- Purpose of Deflection Calculation
- Principle of Virtual Work for Deformable Structures
- Principle of Virtual Work for Rigid Body System
- Application Conditions of Principle of Virtual Work for Deformable Structures
- Virtual Work Equation for Deformable Structures
- Principle of Virtual Forces and Principle of Virtual Displacements
- Unit-Load Method for Structural Deflection Calculation
- Deflection Calculation under Loads
- Formula for Deflection Calculation under Loads
- Deflection Formulas for Various Structures
- Examples of Deflection Calculation under Loads
- Graph Multiplication Method
- Graph Multiplication Method and Its Application Conditions
- Several Specific Problems of Applying Graph Multiplication Method
- Examples of Graph Multiplication Method
- Deflection Calculation under Temperature Change
- Reciprocal Theorems of Linearly Elastic Structures
- Theorem of Reciprocal Works
- Theorem of Reciprocal Displacements
- Theorem of Reciprocal Reactions
- Theorem of Reciprocal Displacement-Reaction
- Force Method
- Determination of Degree of Static Indeterminacy
- Equilibrium and Geometric Construction Characteristics of Statically Indeterminate Structures
- Determination of Degree of Indeterminacy and Number of Redundant Constraint Forces
- Fundamental Concept of the Force Method
- Primary Unknowns, Primary System, and Basic Equations of Force Method
- Analysis of Structures with Multiple Degrees of Indeterminacy by Force Method
- Canonical Equations of Force Method
- Analysis of Statically Indeterminate Frames and Bent Structures
- Analysis of Statically Indeterminate Trusses and Composite Structures
- Analysis of Symmetric Structures and Half Structures
- Selection of Symmetric Primary System
- Determination of Half Structure in Terms of Symmetry
- Two-Hinged and Hingeless Arches
- Solving Two-Hinged Arch by the Force Method
- Solving Hingeless Arch by the Force Method
- Internal Force Analysis of Structures under Support Movement or Temperature Change
- Support Movement
- Temperature Change
- Deflection Computation of Statically Indeterminate Structures
- Check for Calculated Results of Statically Indeterminate Structures
- Check of Equilibrium Conditions
- Check of Deformation Conditions
- Displacement Method
- Fundamental Concept of the Displacement Method
- A Simple Example of Displacement Method
- Primary Unknowns and Basic Equations of Displacement Method
- Basic Idea of Calculating Frame Structures by Displacement Method
- Determination of Primary Unknowns of Displacement Method
- Slope-Deflection Equation of Prismatic Member
- Calculating Member-End Internal Forces from Member-End Displacements
- Calculating Fixed-End Internal Forces from Loads
- Analysis of Frames Without Sidesway
- Selection of Primary Unknowns
- Establishment of Basic Equations
- Analysis of Frames with Sidesway
- Analysis of Symmetric Structures
- Primary System in the Displacement Method
- Primary System of the Displacement Method
- Basic Equations of the Displacement Method
- Process of Establishing the Basic Equations of the Displacement Method
- Canonical Equations of Displacement Method
- Principle of Potential Energy and Displacement Method
- Principle of Stationary Potential Energy
- Linear Elastic Strain Energy of Prismatic Member
- Principle of Potential Energy and Equilibrium Equation of Displacement Method
- Rayleigh-Ritz Method
- Moment-Distribution Method and No-Shear Distribution Method
- Basic Principle of the Moment-Distribution Method
- Computation of Continuous Beams and Frames Without Sidesway Using the Moment-Distribution Method
- No-Shear Distribution Method
- Characteristics of Statically Indeterminate Structures
- Influence Lines for Structures under Moving Loads
- Concepts of Moving Load and Influence Line
- Equilibrium Method for Constructing Influence Lines of Simply Supported Beams
- Influence Lines for Girders and Trusses
- Influence Lines for Internal Forces of Girders
- Influence Lines for Axial Forces of Trusses
- Kinematic Method for Constructing Influence Lines of Statically Determinate Structures
- Applications of Influence Lines
- Responses Due to Various Kinds of Loads
- Most Unfavorable Position of Moving Loads
- Determination of Critical Position for Polygonal Influence Line
- Determination of Critical Position for Triangle Influence Line
- Kinematic Method for Constructing Influence Lines of Statically Indeterminate Beams
- Matrix Displacement Methods
- Fundamental Principle of the Matrix Displacement Method
- Elemental Stiffness Matrix
- Elemental Stiffness Matrix in Local Coordinate System
- Properties of Elemental Stiffness Matrix
- Coordinate Transformation of Elemental Stiffness Matrix
- Elemental Stiffness Matrix in the Global Coordinate System
- Elemental Stiffness Matrix of Continuous Beam
- Elemental Stiffness Matrix of Axial Force Bar
- Global Stiffness Matrix of Structure
- Element and Node Numberings
- Direct Stiffness Method for Assembling Global Stiffness Matrix
- Imposing Support Conditions
- Properties of Global Stiffness Matrix
- Treatment of Pinned Joints
- Equivalent Nodal Loads
- Basic Equation of Matrix Displacement Method
- Equivalent Nodal Loads of Elements
- Equivalent Nodal Loads of Structure
- Computational Procedures and Examples
- Example of Truss Analysis
- Example of Frame Structure
- Example of Composite Structure
- Matrix Displacement Method for Rectangular Frame Neglecting Axial Deformation
- Bibliography
- Appendix A1 Answers to Problems
- Appendix A2 Index
- Appendix A3 Matlab Program Codes of the Matrix Displacement Method for Plane Structural Analysis
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