 Book
 xvi, 696 p. : ill. ; 25 cm.
SAL3 (offcampus storage)
SAL3 (offcampus storage)  Status 

Stacks  Request 
TA347 .F5 L64 2002  Available 
 Book
 xviii, 955 pages, 16 unnumbered pages of plates : illustration (some color) ; 24 cm
 Introduction
 Introduction to the stiffness (displacement) method
 Development of truss equations
 Development of beam equations
 Frame and grid equations
 Development of the plane stress and plane strain stiffness equations
 Practical considerations in modeling; interpreting results; and examples of plane stress/strain analysis
 Development of the linearstrain triangle equations
 Axisymmetric elements
 Isoparametric formulation
 Threedimensional stress analysis
 Plate bending element
 Heat transfer and mass transport
 Fluid flow in porous media and through hydraulic networks; and electrical networks and electrostatics
 Thermal stress
 Structural dynamics and timedependent heat transfer.
(source: Nielsen Book Data)9781305635111 20160928
 Introduction
 Introduction to the stiffness (displacement) method
 Development of truss equations
 Development of beam equations
 Frame and grid equations
 Development of the plane stress and plane strain stiffness equations
 Practical considerations in modeling; interpreting results; and examples of plane stress/strain analysis
 Development of the linearstrain triangle equations
 Axisymmetric elements
 Isoparametric formulation
 Threedimensional stress analysis
 Plate bending element
 Heat transfer and mass transport
 Fluid flow in porous media and through hydraulic networks; and electrical networks and electrostatics
 Thermal stress
 Structural dynamics and timedependent heat transfer.
(source: Nielsen Book Data)9781305635111 20160928
Engineering Library (Terman)
Engineering Library (Terman)  Status 

Stacks  
TA347 .F5 L64 2017  Unknown 
 Book
 xviii, 954 p. : ill. (some col.) ; 25 cm.
Engineering Library (Terman)
Engineering Library (Terman)  Status 

Stacks  
TA347 .F5 L64 2012  Unknown 
 Book
 xviii, 808, [2] p. : ill. ; 25 cm.
Engineering Library (Terman)
Engineering Library (Terman)  Status 

Stacks  
TA347 .F5 L64 2007  Unknown 
 Book
 xviii, 974 p. : ill. ; 25 cm.
 1. INTRODUCTION Prologue / Brief History / Introduction to Matrix Notation / Role of the Computer / General Steps of the Finite Element Method / Applications of the Finite Element Method / Advantages of the Finite Element Method / Computer Programs for the Finite Element Method / References / Problems 2. INTRODUCTION TO THE STIFFNESS (DISPLACEMENT) METHOD Introduction / Definition of the Stiffness Matrix / Derivation of the Stiffness Matrix for a Spring Element / Example of a Spring Assemblage / Assembling the Total Stiffness Matrix by Superposition (Direct Stiffness Method) / Boundary Conditions / Potential Energy Approach to Derive Spring Element Equations / References / Problems 3. DEVELOPMENT OF TRUSS EQUATIONS Introduction / Derivation of the Stiffness Matrix for a Bar Element in Local Coordinates / Selecting Approximation Functions for Displacements / Transformation of Vectors in Two Dimensions / Global Stiffness Matrix / Computation of Stress for a Bar in the xy Plane / Solution of a Plane Truss / Transformation Matrix and Stiffness Matrix for a Bar in ThreeDimensional Space / Use of Symmetry in Structure / Inclined, or Skewed, Supports / Potential Energy Approach to Derive Bar Element Equations / Comparison of Finite Element Solution to Exact Solution for Bar / Galerkin's Residual Method and Its Application to a OneDimensional Bar / References / Problems 4. ALGOR? PROGRAM FOR TRUSS ANALYSIS Introduction / Overview of the Algor system and Flowcharts for the Solution of a Truss Problem Using Algor / Algor Example Solutions for Truss Analysis / References / Problems 5. DEVELOPMENT OF BEAM EQUATIONS Introduction / Beam Stiffness / Example of Assemblage of Beam Stiffness Matrices / Examples of Beam Analysis Using the Direct Stiffness Method / Distributed Loading / Comparison of Finite Element Solution to Exact Solution for Beam / Beam Element with Nodal Hinge / Potential Energy Approach to Derive Beam Element Equations / Galerkin's Method to Derive Beam Element Equations / Algor Example Solutions for Beam Analysis / References / Problems 6. FRAME AND GRID EQUATIONS Introduction / TwoDimensional Arbitrarily Oriented Beam Element / Rigid Plane Frame Examples / Inclined or Skewed SupportsFrame Element / Grid Equations / Beam Element Arbitrarily Oriented in Space / Concept of Substructure Analysis / Algor Example Solutions for Plane Frame, Grid, and Space Frame Analysis / References / Problems 7. DEVELOPMENT OF THE PLANE STRESS AND PLANE STRAIN STIFFNESS EQUATIONS Introduction / Basic Concepts of Plane Stress and Plane Strain / Derivation of the ConstantStrain Triangular Element Stiffness Matrix and Equations / Treatment of Body and Surface Forces / Explicit Expression for the ConstantStrain Triangle Stiffness Matrix / Finite Element Solution of a Plane Stress Problem / References / Problems 8. PRACTICAL CONSIDERATIONS IN MODELING INTERPRETING RESULTS AND USE OF THE ALGOR? PROGRAM FOR PLANE STRESS/STRAIN ANALYSIS Introduction / Finite Element Modeling / Equilibrium and Compatibility of Finite Element Results / Convergence of Solution / Interpretation of Stresses / Static Condensation / Flowchart for the Solution of Plane Stress/Strain / Problems and Typical Steps Using Algor / Algor Example Solutions for Plane Stress/Strain Analysis / References / Problems 9. DEVELOPMENT OF THE LINEARSTRAIN TRIANGLE EQUATIONS Introduction / Derivation of the LinearStrain Triangular Element Stiffness Matrix and Equations / Example LST Stiffness Determination / Comparison of Elements / References / Problems 10. AXISYMMETRIC ELEMENTS Introduction / Derivation of the Stiffness Matrix / Solution of an Axisymmetric Pressure Vessel / Applications of Axisymmetric Elements / Algor Example Solutions for Axisymmetric Problems / References / Problems 11. ISOPARAMETRIC FORMULATION Introduction / Isoparametric Formulation of the Bar Element Stiffness Matrix / Rectangular Plane Stress Element / Isoparametric Formulation of the Plane Element Stiffness Matrix / Gaussian Quadrature (Numerical Integration) / Evaluation of the Stiffness Matrix and Stress Matrix by Gaussian Quadrature / HigherOrder Shape Functions / References / Problems 12. THREEDIMENSIONAL STRESS ANALYSIS Introduction / ThreeDimensional Stress and Strain / Tetrahedral Element / Isoparametric Formulation / Algor Example Solutions of ThreeDimensional Stress Analysis / References / Problems 13. HEAT TRANSFER AND MASS TRANSPORT Introduction / Derivation of the Basic Differential Equation / Heat Transfer with Convection / Typical Units Thermal Conductivities, K and HeatTransfer Coefficients, h / OneDimensional Finite Element Formulation Using a Variational Method / TwoDimensional Finite Element Formulation / Line or Point Sources / OneDimensional Heat Transfer with Mass Transport / Finite Element Formulation of Heat Transfer with Mass Transport by Galerkin's Method / Flowchart of a HeatTransfer Program / Algor Example Solutions for HeatTransfer Problems / References / Problems 14. FLUID FLOW Introduction / Derivation of the Basic Differential Equations / OneDimensional Finite Element Formulation / TwoDimensional Finite Element Formulation / Flowchart of a FluidFlow Program / Algor Example Solutions for TwoDimensional SteadyState Fluid Flow / References / Problems 15. THERMAL STRESS Introduction / Formulation of the Thermal Stress Problem and Examples / Algor Example Solutions for Thermal Stress Problems / References / Problems 16. STRUCTURAL DYNAMICS AND TIMEDEPENDENT HEAT TRANSFER Introduction / Dynamics of a SpringMass System / Direct Derivation of the Bar Element Equations / Numerical Integration in Time / Natural Frequencies of a OneDimensional Bar / TimeDependent OneDimensional Bar Analysis / Beam Element Mass Matrices and Natural Frequencies / Truss, Plane Frame, Plane Stress/Strain, Axisymmetric, and Solid Element Mass Matrices / TimeDependent Heat Transfer / Algor Example Solutions for Structural Dynamics and Transient Heat Transfer / References / Problems 17. PLATE BENDING ELEMENT Introduction / Basic Concepts of Plate Bending / Derivation of a Plate Bending Element Stiffness Matrix and Equations / Some Plate Element Numerical Comparisons / Algor Example Solutions for Plate Bending Problems / References / Problems / APPENDIX A: MATRIX ALGEBRA / Introduction / Definition of a Matrix / Matrix Operations / Cofactor or Adjoint Method to Determine the Inverse of a Matrix / Inverse of a Matrix by Row Reduction / References / Problems / APPENDIX B: METHODS FOR SOLUTION OF SIMULTANEOUS LINEAR EQUATIONS / Introduction / General Form of the Equations / Uniqueness, Nonuniqueness, and Nonexistence of Solution / Methods for Solving Linear Algebraic Equations / BandedSymmetric Matrices, Bandwidth, Skyline, and Wavefront Methods / References / Problems / APPENDIX C: EQUATIONS FROM ELASTICITY THEORY / Introduction / Differential Equations of Equilibrium / Strain/Displacement and Compatibility Equations / Stress/Strain Relationships / Reference / APPENDIX D: EQUIVALENT NODAL FORCES / Problems / APPENDIX E: PRINCIPLE OF VIRTUAL WORK / References / APPENDIX F: BASICS OF ALGOR? / Introduction / Hardware Requirements for Windows Installation / Conventions / Getting Around the Menu System / Function Keys / Algor Processor Names / File Extensions Generated by the Algor System / Checking Model for Defects by Using Superview / ANSWERS TO SELECTED PROBLEMS / INDEX.
 (source: Nielsen Book Data)9780534380687 20160528
(source: Nielsen Book Data)9780534380687 20160528
 1. INTRODUCTION Prologue / Brief History / Introduction to Matrix Notation / Role of the Computer / General Steps of the Finite Element Method / Applications of the Finite Element Method / Advantages of the Finite Element Method / Computer Programs for the Finite Element Method / References / Problems 2. INTRODUCTION TO THE STIFFNESS (DISPLACEMENT) METHOD Introduction / Definition of the Stiffness Matrix / Derivation of the Stiffness Matrix for a Spring Element / Example of a Spring Assemblage / Assembling the Total Stiffness Matrix by Superposition (Direct Stiffness Method) / Boundary Conditions / Potential Energy Approach to Derive Spring Element Equations / References / Problems 3. DEVELOPMENT OF TRUSS EQUATIONS Introduction / Derivation of the Stiffness Matrix for a Bar Element in Local Coordinates / Selecting Approximation Functions for Displacements / Transformation of Vectors in Two Dimensions / Global Stiffness Matrix / Computation of Stress for a Bar in the xy Plane / Solution of a Plane Truss / Transformation Matrix and Stiffness Matrix for a Bar in ThreeDimensional Space / Use of Symmetry in Structure / Inclined, or Skewed, Supports / Potential Energy Approach to Derive Bar Element Equations / Comparison of Finite Element Solution to Exact Solution for Bar / Galerkin's Residual Method and Its Application to a OneDimensional Bar / References / Problems 4. ALGOR? PROGRAM FOR TRUSS ANALYSIS Introduction / Overview of the Algor system and Flowcharts for the Solution of a Truss Problem Using Algor / Algor Example Solutions for Truss Analysis / References / Problems 5. DEVELOPMENT OF BEAM EQUATIONS Introduction / Beam Stiffness / Example of Assemblage of Beam Stiffness Matrices / Examples of Beam Analysis Using the Direct Stiffness Method / Distributed Loading / Comparison of Finite Element Solution to Exact Solution for Beam / Beam Element with Nodal Hinge / Potential Energy Approach to Derive Beam Element Equations / Galerkin's Method to Derive Beam Element Equations / Algor Example Solutions for Beam Analysis / References / Problems 6. FRAME AND GRID EQUATIONS Introduction / TwoDimensional Arbitrarily Oriented Beam Element / Rigid Plane Frame Examples / Inclined or Skewed SupportsFrame Element / Grid Equations / Beam Element Arbitrarily Oriented in Space / Concept of Substructure Analysis / Algor Example Solutions for Plane Frame, Grid, and Space Frame Analysis / References / Problems 7. DEVELOPMENT OF THE PLANE STRESS AND PLANE STRAIN STIFFNESS EQUATIONS Introduction / Basic Concepts of Plane Stress and Plane Strain / Derivation of the ConstantStrain Triangular Element Stiffness Matrix and Equations / Treatment of Body and Surface Forces / Explicit Expression for the ConstantStrain Triangle Stiffness Matrix / Finite Element Solution of a Plane Stress Problem / References / Problems 8. PRACTICAL CONSIDERATIONS IN MODELING INTERPRETING RESULTS AND USE OF THE ALGOR? PROGRAM FOR PLANE STRESS/STRAIN ANALYSIS Introduction / Finite Element Modeling / Equilibrium and Compatibility of Finite Element Results / Convergence of Solution / Interpretation of Stresses / Static Condensation / Flowchart for the Solution of Plane Stress/Strain / Problems and Typical Steps Using Algor / Algor Example Solutions for Plane Stress/Strain Analysis / References / Problems 9. DEVELOPMENT OF THE LINEARSTRAIN TRIANGLE EQUATIONS Introduction / Derivation of the LinearStrain Triangular Element Stiffness Matrix and Equations / Example LST Stiffness Determination / Comparison of Elements / References / Problems 10. AXISYMMETRIC ELEMENTS Introduction / Derivation of the Stiffness Matrix / Solution of an Axisymmetric Pressure Vessel / Applications of Axisymmetric Elements / Algor Example Solutions for Axisymmetric Problems / References / Problems 11. ISOPARAMETRIC FORMULATION Introduction / Isoparametric Formulation of the Bar Element Stiffness Matrix / Rectangular Plane Stress Element / Isoparametric Formulation of the Plane Element Stiffness Matrix / Gaussian Quadrature (Numerical Integration) / Evaluation of the Stiffness Matrix and Stress Matrix by Gaussian Quadrature / HigherOrder Shape Functions / References / Problems 12. THREEDIMENSIONAL STRESS ANALYSIS Introduction / ThreeDimensional Stress and Strain / Tetrahedral Element / Isoparametric Formulation / Algor Example Solutions of ThreeDimensional Stress Analysis / References / Problems 13. HEAT TRANSFER AND MASS TRANSPORT Introduction / Derivation of the Basic Differential Equation / Heat Transfer with Convection / Typical Units Thermal Conductivities, K and HeatTransfer Coefficients, h / OneDimensional Finite Element Formulation Using a Variational Method / TwoDimensional Finite Element Formulation / Line or Point Sources / OneDimensional Heat Transfer with Mass Transport / Finite Element Formulation of Heat Transfer with Mass Transport by Galerkin's Method / Flowchart of a HeatTransfer Program / Algor Example Solutions for HeatTransfer Problems / References / Problems 14. FLUID FLOW Introduction / Derivation of the Basic Differential Equations / OneDimensional Finite Element Formulation / TwoDimensional Finite Element Formulation / Flowchart of a FluidFlow Program / Algor Example Solutions for TwoDimensional SteadyState Fluid Flow / References / Problems 15. THERMAL STRESS Introduction / Formulation of the Thermal Stress Problem and Examples / Algor Example Solutions for Thermal Stress Problems / References / Problems 16. STRUCTURAL DYNAMICS AND TIMEDEPENDENT HEAT TRANSFER Introduction / Dynamics of a SpringMass System / Direct Derivation of the Bar Element Equations / Numerical Integration in Time / Natural Frequencies of a OneDimensional Bar / TimeDependent OneDimensional Bar Analysis / Beam Element Mass Matrices and Natural Frequencies / Truss, Plane Frame, Plane Stress/Strain, Axisymmetric, and Solid Element Mass Matrices / TimeDependent Heat Transfer / Algor Example Solutions for Structural Dynamics and Transient Heat Transfer / References / Problems 17. PLATE BENDING ELEMENT Introduction / Basic Concepts of Plate Bending / Derivation of a Plate Bending Element Stiffness Matrix and Equations / Some Plate Element Numerical Comparisons / Algor Example Solutions for Plate Bending Problems / References / Problems / APPENDIX A: MATRIX ALGEBRA / Introduction / Definition of a Matrix / Matrix Operations / Cofactor or Adjoint Method to Determine the Inverse of a Matrix / Inverse of a Matrix by Row Reduction / References / Problems / APPENDIX B: METHODS FOR SOLUTION OF SIMULTANEOUS LINEAR EQUATIONS / Introduction / General Form of the Equations / Uniqueness, Nonuniqueness, and Nonexistence of Solution / Methods for Solving Linear Algebraic Equations / BandedSymmetric Matrices, Bandwidth, Skyline, and Wavefront Methods / References / Problems / APPENDIX C: EQUATIONS FROM ELASTICITY THEORY / Introduction / Differential Equations of Equilibrium / Strain/Displacement and Compatibility Equations / Stress/Strain Relationships / Reference / APPENDIX D: EQUIVALENT NODAL FORCES / Problems / APPENDIX E: PRINCIPLE OF VIRTUAL WORK / References / APPENDIX F: BASICS OF ALGOR? / Introduction / Hardware Requirements for Windows Installation / Conventions / Getting Around the Menu System / Function Keys / Algor Processor Names / File Extensions Generated by the Algor System / Checking Model for Defects by Using Superview / ANSWERS TO SELECTED PROBLEMS / INDEX.
 (source: Nielsen Book Data)9780534380687 20160528
(source: Nielsen Book Data)9780534380687 20160528
SAL3 (offcampus storage)
SAL3 (offcampus storage)  Status 

Stacks  Request 
TA347 .F5 L65 2001  Available 
 Book
 662 p.+ 1 computer disk (5 1/4 in.)
SAL3 (offcampus storage)
SAL3 (offcampus storage)  Status 

Stacks

Request 
TA347 .F5 L64 1992  Available 
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