
Advanced Strength and Applied Stress Analysis
by Budynas, Richard-
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Summary
Table of Contents
1 Basic Concepts of Force, Stress, Strain, and Displacement 2 Stress and Strain. Transformations, Equilibrium, and Compatibility3 Fundamental Formulations of Stress, Strain, and Deflection4 Concepts from the Theory of Elasticity5 Topics from Advanced Mechanics of Materials6 Energy Techniques in Stress Analysis7 Strength Theories and Design Methods8 Experimental Stress Analysis9 Introduction to the Finite Element Method10 Finite Element Modeling TechniquesAppendixesA Si and USCU ConversionsB Properties of Cross SectionsC Beams in BendingD Singularity FunctionsE Principal Second-Area MomentsF Stress Concentration FactorsG Strain Gage Rosette EquationsH Corrections for Transverse Sensitivity of StrainGagesI Matrix Algebra and Cartesian Tensors
3 Fundamental Formulations of Stress, Strain, and Deflection4 Concepts from the Theory of Elasticity5 Topics from Advanced Mechanics of Materials6 Energy Techniques in Stress Analysis7 Strength Theories and Design Methods8 Experimental Stress Analysis9 Introduction to the Finite Element Method10 Finite Element Modeling TechniquesAppendixesA Si and USCU ConversionsB Properties of Cross SectionsC Beams in BendingD Singularity FunctionsE Principal Second-Area MomentsF Stress Concentration FactorsG Strain Gage Rosette EquationsH Corrections for Transverse Sensitivity of StrainGagesI Matrix Algebra and Cartesian Tensors
5 Topics from Advanced Mechanics of Materials6 Energy Techniques in Stress Analysis7 Strength Theories and Design Methods8 Experimental Stress Analysis9 Introduction to the Finite Element Method10 Finite Element Modeling TechniquesAppendixesA Si and USCU ConversionsB Properties of Cross SectionsC Beams in BendingD Singularity FunctionsE Principal Second-Area MomentsF Stress Concentration FactorsG Strain Gage Rosette EquationsH Corrections for Transverse Sensitivity of StrainGagesI Matrix Algebra and Cartesian Tensors
7 Strength Theories and Design Methods8 Experimental Stress Analysis9 Introduction to the Finite Element Method10 Finite Element Modeling TechniquesAppendixesA Si and USCU ConversionsB Properties of Cross SectionsC Beams in BendingD Singularity FunctionsE Principal Second-Area MomentsF Stress Concentration FactorsG Strain Gage Rosette EquationsH Corrections for Transverse Sensitivity of StrainGagesI Matrix Algebra and Cartesian Tensors
9 Introduction to the Finite Element Method10 Finite Element Modeling TechniquesAppendixesA Si and USCU ConversionsB Properties of Cross SectionsC Beams in BendingD Singularity FunctionsE Principal Second-Area MomentsF Stress Concentration FactorsG Strain Gage Rosette EquationsH Corrections for Transverse Sensitivity of StrainGagesI Matrix Algebra and Cartesian Tensors
AppendixesA Si and USCU ConversionsB Properties of Cross SectionsC Beams in BendingD Singularity FunctionsE Principal Second-Area MomentsF Stress Concentration FactorsG Strain Gage Rosette EquationsH Corrections for Transverse Sensitivity of StrainGagesI Matrix Algebra and Cartesian Tensors
B Properties of Cross SectionsC Beams in BendingD Singularity FunctionsE Principal Second-Area MomentsF Stress Concentration FactorsG Strain Gage Rosette EquationsH Corrections for Transverse Sensitivity of StrainGagesI Matrix Algebra and Cartesian Tensors
D Singularity FunctionsE Principal Second-Area MomentsF Stress Concentration FactorsG Strain Gage Rosette EquationsH Corrections for Transverse Sensitivity of StrainGagesI Matrix Algebra and Cartesian Tensors
F Stress Concentration FactorsG Strain Gage Rosette EquationsH Corrections for Transverse Sensitivity of StrainGagesI Matrix Algebra and Cartesian Tensors
H Corrections for Transverse Sensitivity of StrainGagesI Matrix Algebra and Cartesian Tensors
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