Hybrid and Incompatible Finite Element Methods - Rilegato

Pian, Theodore H.H.; Wu, Chang-Chun

Rilegato

ISBN 10: 158488276X ISBN 13: 9781584882763

Casa editrice: Chapman and Hall/CRC, 2005

Riassunto

While the theory and application of finite elements methods can be extended to incompatible, hybrid, and mixed element methods, important issues, such as determining the reliability of the solution of incompatible multivariable elements, along with a common perception of impracticality, have hindered the widespread implementation of these methods. Today, however, recent advances--many directly attributable to these authors--have allowed the development of the stability theory and abstract mathematics to useful tools.

Hybrid and Incompatible Finite Element Methods introduces these advances in the theory and applications of incompatible and multivariable finite element methods. After an overview of the variation formulation of finite element methods in solid mechanics, the authors discuss the fundamental theory and systematically demonstrate the theoretical foundations of incompatible elements and their application to different problems in the theory of elasticity. They also introduce new ideas in the development of hybrid finite elements, study the numerical stability of the hybrid and mixed element, and establish the theory of zero energy deformation modes. The final chapters, explore applications to fracture problems, present a bound analysis for fracture parameters, and demonstrate an implementation of a finite element analysis program.

Su questo libro

Informazioni sull'autore

Pian\, Theodore H.H.; Wu\, Chang-Chun

Dettagli dell'edizione

• Editore: Chapman and Hall/CRC
• Data di pubblicazione: 2005
• Lingua: Inglese
• ISBN 10: 158488276X
• ISBN 13: 9781584882763
• Rilegatura: Copertina rigida
• Numero edizione: 1
• Numero di pagine: 394
• Contatto del produttore: Taylor and Francis, GPSR Taylor and Francis; gpsr@taylorandfrancis.com; ; Taylor & Francis Verlag GmbH, Kaufingerstraße 24; München; 80331; Germania