Shell Structures : Theory and Application
Gohnert, Mitchell
Shell Structures : Theory and Application by Mitchell Gohnert - First edition 2022 - 1 recurso en línea (X, 353 páginas) 171 ilustraciones, 33 ilustraciones a color
Chapter 1. Introduction -- Chapter 2. Construction Materials and Stress Flow -- Chapter 3. Cylindrical Shells -- Chapter 4. Circular Domes -- Chapter 5. Derivatives of Dome Theory: The Conoidal, Elliptical, Conical and Hyperbolic shells -- Chapter 6. The Circular Barrel Vault -- Chapter 7. Catenary Arches, and Domes.
This text provides a complete and thorough derivation of the mathematical theory of shell structures. Many books on shells only give the key equations or snippets of theory, skipping all of the mathematical steps required to solve for the key equations. This is understandable, because of the mathematical complexity of shell structures. Thus, the reader must just accept the design equations blindly, without achieving a complete understanding of shell theory. This book, therefore, fills this gap by providing a complete picture of shell theory. Class tested over three university post-graduate courses and one public course on shell structures, the book is mathematically intensive, but it written in an accessible ideal for students of engineering mechanics in civil and mechanical engineers concentrations as well as practicing structural engineers looking for a reference on shells.
9783030848071
10.1007/978-3-030-84807-1 doi
Modelos matemáticos
Geometría en la arquitectura
Cúpulas
TA660.S5 / 2022 EB
Shell Structures : Theory and Application by Mitchell Gohnert - First edition 2022 - 1 recurso en línea (X, 353 páginas) 171 ilustraciones, 33 ilustraciones a color
Chapter 1. Introduction -- Chapter 2. Construction Materials and Stress Flow -- Chapter 3. Cylindrical Shells -- Chapter 4. Circular Domes -- Chapter 5. Derivatives of Dome Theory: The Conoidal, Elliptical, Conical and Hyperbolic shells -- Chapter 6. The Circular Barrel Vault -- Chapter 7. Catenary Arches, and Domes.
This text provides a complete and thorough derivation of the mathematical theory of shell structures. Many books on shells only give the key equations or snippets of theory, skipping all of the mathematical steps required to solve for the key equations. This is understandable, because of the mathematical complexity of shell structures. Thus, the reader must just accept the design equations blindly, without achieving a complete understanding of shell theory. This book, therefore, fills this gap by providing a complete picture of shell theory. Class tested over three university post-graduate courses and one public course on shell structures, the book is mathematically intensive, but it written in an accessible ideal for students of engineering mechanics in civil and mechanical engineers concentrations as well as practicing structural engineers looking for a reference on shells.
9783030848071
10.1007/978-3-030-84807-1 doi
Modelos matemáticos
Geometría en la arquitectura
Cúpulas
TA660.S5 / 2022 EB