Introductory textbook with systematic step-by-step derivations of all methods and applications of stability analysis
Addresses all key structural elements, e.g. rigid body-assemblage, columns, rigid-frame, thin plates, arches and shells
Numerous worked out examples and a large amount of practical data suitable for use in the design office
Only a minimum knowledge of calculus, Fourier series and Bessel functions is assumed
Rapid advances in analytical methods and computing enable engineers to apply stability/stiffness methods to increasingly complex real-life cases. This advanced and graduate-level text and self-tutorial teaches readers to understand and to apply analytical design principles across the breadth of the engineering sciences. Emphasizing fundamentals, the book addresses the stability of key engineering elements such as rigid-body assemblage, beam-columns, rigid frames, thin plates, arches, rings, or shells. Each chapter contains numerous worked-out problems that clarify practical application and aid comprehension of the basics of stability theory, plus end-of-chapter review exercises. Others key features are the citing and comparison of different national building standards, use of non-dimensional parameters, and many tables with much practical data and simplified formula, that enable readers to use them in the design of structural components.
1 Introduction.- 2 Basic Principles.- 3 Rigid-Body Assemblages.- 4 Buckling of Axially Loaded Members (Columns).- 5 Stability Analysis of Beam-Columns.- 6 Stability Analysis of Frames.- 7 Buckling of Members Having Open Sections.- 8 Elastic Buckling of Thin Flat Plates.- 9 Stability Analysis of Arches, Rings and Shells.- 10 Inelastic Buckling of Structures.- 11 Structural Design For Stability Of Members.- Appendix A: Stability Functions.- A.1 Stability Functions for Compression Members.- A.2 Stability Functions for Tension Members.- A.3 Stability Magnification Factors for Members with Lateral Load.- Appendix B: Effective Length of Stepped and Multiple Level Load Columns.- Appendix C: Mathematical Essentials.- C.1 Linear Differential Equations.- C.2 Bessel Functions.- C.3 Fourier Series.- Appendix D: General References.
Rapid advances in analytical methods and computing enable engineers to apply stability/stiffness methods to increasingly complex real-life cases. This advanced and graduate-level text and self-tutorial teaches readers to understand and to apply analytical design principles across the breadth of the engineering sciences. Emphasizing fundamentals, the book addresses the stability of key engineering elements such as rigid-body assemblage, beam-columns, rigid frames, thin plates, arches, rings, or shells. Each chapter contains numerous worked-out problems that clarify practical application and aid comprehension of the basics of stability theory, plus end-of-chapter review exercises. Others key features are the citing and comparison of different national building standards, use of non-dimensional parameters, and many tables with much practical data and simplified formula, that enable readers to use them in the design of structural components.
From the reviews of the first edition:
"It is vitally important that all structures (and therefore all parts of a structure) are stable: buildings or aircraft wings must not buckle or break in normal use. ... Murari Gambhir´s ... book attempts to address this issue. ... It is suited to masters-level courses in advanced structural analysis ... . it is an excellent, comprehensive guide to the mathematical analysis of the stability of various structural components, and it should prove a useful reference for the specialist academics at whom it is aimed." (Philip Garrison, The Times Higher Education Supplement, November, 2005)
Rapid advances in analytical methods and computing enable engineers to apply stability/stiffness methods to increasingly complex real-life cases. This advanced and graduate-level text and self-tutorial teaches readers to understand and to apply analytical design principles across the breadth of the engineering sciences. Emphasizing fundamentals, the book addresses the stability of key engineering elements such as rigid-body assemblage, beam-columns, rigid frames, thin plates, arches, rings, or shells. Each chapter contains numerous worked-out problems that clarify practical application and aid comprehension of the basics of stability theory, plus end-of-chapter review exercises. Others key features are the citing and comparison of different national building standards, use of non-dimensional parameters, and many tables with much practical data and simplified formula, that enable readers to use them in the design of structural components.
From the reviews of the first edition:
"It is vitally important that all structures (and therefore all parts of a structure) are stable: buildings or aircraft wings must not buckle or break in normal use. ... Murari Gambhir's ... book attempts to address this issue. ... It is suited to masters-level courses in advanced structural analysis ... . it is an excellent, comprehensive guide to the mathematical analysis of the stability of various structural components, and it should prove a useful reference for the specialist academics at whom it is aimed." (Philip Garrison, The Times Higher Education Supplement, November, 2005)
Inhaltsverzeichnis
1 Introduction.- 2 Basic Principles.- 3 Rigid-Body Assemblages.- 4 Buckling of Axially Loaded Members (Columns).- 5 Stability Analysis of Beam-Columns.- 6 Stability Analysis of Frames.- 7 Buckling of Members Having Open Sections.- 8 Elastic Buckling of Thin Flat Plates.- 9 Stability Analysis of Arches, Rings and Shells.- 10 Inelastic Buckling of Structures.- 11 Structural Design For Stability Of Members.- Appendix A: Stability Functions.- A.1 Stability Functions for Compression Members.- A.2 Stability Functions for Tension Members.- A.3 Stability Magnification Factors for Members with Lateral Load.- Appendix B: Effective Length of Stepped and Multiple Level Load Columns.- Appendix C: Mathematical Essentials.- C.1 Linear Differential Equations.- C.2 Bessel Functions.- C.3 Fourier Series.- Appendix D: General References.
Klappentext
This advanced and graduate-level text and self-tutorial teaches readers to understand and to apply analytical design principles across the breadth of the engineering sciences.
Emphasizing fundamentals, the book addresses the stability of key engineering elements such as rigid-body assemblage, beam-column, beam, rigid frame, thin plate, arch, ring, and shell.
Each chapter contains numerous worked-out problems that clarify practical application and aid comprehension of the basics of stability theory, plus end-of-chapter review exercises.
Others key features are the citing and comparison of different national building standards, use of non-dimensional parameters, and many tables with much practical data and simplified formula, that enable readers to use them in the design of structural components.
First six chapters most suitable for undergraduate-level study and remaining chapters for graduate-level courses.
Rapid advances in analytical methods and computing enable engineers to apply stability/stiffness methods to increasingly complex real-life cases. This advanced and graduate-level text and self-tutorial teaches readers to understand and to apply analytical design principles across the breadth of the engineering sciences. Emphasizing fundamentals, the book addresses the stability of key engineering elements such as rigid-body assemblage, beam-columns, rigid frames, thin plates, arches, rings, or shells. Each chapter contains numerous worked-out problems that clarify practical application and aid comprehension of the basics of stability theory, plus end-of-chapter review exercises. Others key features are the citing and comparison of different national building standards, use of non-dimensional parameters, and many tables with much practical data and simplified formula, that enable readers to use them in the design of structural components.
