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A Boundary Element Method for Two-Dimensional Contact Problems (Lecture Notes in Engineering): 51 - Tapa blanda
Sinopsis
This book is an attempt to demonstrate the power and versatility of Boundary Element Method (BEM) in solving the complicated contact problem. The basic concepts of contact are explained followed by the derivation of analytical and numerical boundary element formulation for two-dimensional elastic contact problems. The formulation is intended for a general case of contact, so that all different geometries in contact with different frictional conditions can be analyzed. The temperature changes and body forces are also included in the formulations.
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Reseña del editor
The Boundary Element Method (BEM) has been established as a powerful numerical tool for the analysis of continua in recent years. The method is based on an attempt to transfer the governing differential equations into integral equations over the boundary. Thus, the discretization scheme or the intro duction of any approximations must be done over the boundary. This book presents a BEM for two-dimensional elastic, thermo -elastic and body-force contact problems. The formulation is implemented for the general case of contact with various fric tional conditions. The analysis is limited to linear elasto statics and small strain theory. Following a review of the basic nature of contact problems, the analytical basis of the direct formulation of the BEM method is described. The numerical implementation employs three-noded isoparametric line elements for the representa tion of the boundary of the bodies in contact. Opposite nodal points in equi-Iength element-pairs are defined on the two surfaces in the area which is expected to come into contact under an increasing load. The use of appropriate contact IV conditions enables the integral equations for the two bodies to be coupled together. To find the proper contact dimensions and the contact load a combined incremental and iterative approach is utilised. With this approach, the loads are applied progressively, and the sliding and adhering portion of the contact region is established for each load increment using an iterative procedure. A coulomb type of friction law is assumed.
Reseña del editor
This book is an attempt to demonstrate the power and versatility of Boundary Element Method (BEM) in solving the complicated contact problem. The basic concepts of contact are explained followed by the derivation of analytical and numerical boundary element formulation for two-dimensional elastic contact problems. The formulation is intended for a general case of contact, so that all different geometries in contact with different frictional conditions can be analyzed. The temperature changes and body forces are also included in the formulations.
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A Boundary element method for two-dimensional contact problems
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Sprimger-Verlag, BERLINO, 1989
ISBN 10: 3540515623
ISBN 13: 9783540515623
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Librería: Biblioteca di Babele, Tarquinia, VT, Italia
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Condición: BUONO USATO. Lecture notes in engineering INGLESE Numero "51" della collana "Lecture notes in engineering"; lingua inglese. Brossura in buono stato. Pagine godibili anche se minimamente ingiallite dal tempo ai tagli. Numero pagine 243. Nº de ref. del artículo: NCS0251
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Lecture Notes in Engineering: A Boundary Element Method for Two-Dimensional Contact Problems (Lecture Notes in Engineering, 51)
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Lecture Notes in Engineering : A Boundary Element Method for Twodimensional Contact Problems
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Lecture Notes in Engineering (Paperback)
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Springer-Verlag Berlin and Heidelberg GmbH & Co. KG, Berlin, 1989
ISBN 10: 3540515623
ISBN 13: 9783540515623
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Paperback. Condición: new. Paperback. The Boundary Element Method (BEM) has been established as a powerful numerical tool for the analysis of continua in recent years. The method is based on an attempt to transfer the governing differential equations into integral equations over the boundary. Thus, the discretization scheme or the intro duction of any approximations must be done over the boundary. This book presents a BEM for two-dimensional elastic, thermo -elastic and body-force contact problems. The formulation is implemented for the general case of contact with various fric tional conditions. The analysis is limited to linear elasto statics and small strain theory. Following a review of the basic nature of contact problems, the analytical basis of the direct formulation of the BEM method is described. The numerical implementation employs three-noded isoparametric line elements for the representa tion of the boundary of the bodies in contact. Opposite nodal points in equi-Iength element-pairs are defined on the two surfaces in the area which is expected to come into contact under an increasing load. The use of appropriate contact IV conditions enables the integral equations for the two bodies to be coupled together. To find the proper contact dimensions and the contact load a combined incremental and iterative approach is utilised. With this approach, the loads are applied progressively, and the sliding and adhering portion of the contact region is established for each load increment using an iterative procedure. A coulomb type of friction law is assumed. To find the proper contact dimensions and the contact load a combined incremental and iterative approach is utilised. With this approach, the loads are applied progressively, and the sliding and adhering portion of the contact region is established for each load increment using an iterative procedure. Shipping may be from multiple locations in the US or from the UK, depending on stock availability. Nº de ref. del artículo: 9783540515623
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Lecture Notes in Engineering : A Boundary Element Method for Twodimensional Contact Problems
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Lecture Notes in Engineering: A Boundary Element Method for Two-Dimensional Contact Problems (Lecture Notes in Engineering, 51)
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Lecture Notes in Engineering : A Boundary Element Method for Twodimensional Contact Problems
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Lecture Notes in Engineering
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Springer Berlin Heidelberg Sep 1989, 1989
ISBN 10: 3540515623
ISBN 13: 9783540515623
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Taschenbuch. Condición: Neu. This item is printed on demand - it takes 3-4 days longer - Neuware -The Boundary Element Method (BEM) has been established as a powerful numerical tool for the analysis of continua in recent years. The method is based on an attempt to transfer the governing differential equations into integral equations over the boundary. Thus, the discretization scheme or the intro duction of any approximations must be done over the boundary. This book presents a BEM for two-dimensional elastic, thermo -elastic and body-force contact problems. The formulation is implemented for the general case of contact with various fric tional conditions. The analysis is limited to linear elasto statics and small strain theory. Following a review of the basic nature of contact problems, the analytical basis of the direct formulation of the BEM method is described. The numerical implementation employs three-noded isoparametric line elements for the representa tion of the boundary of the bodies in contact. Opposite nodal points in equi-Iength element-pairs are defined on the two surfaces in the area which is expected to come into contact under an increasing load. The use of appropriate contact IV conditions enables the integral equations for the two bodies to be coupled together. To find the proper contact dimensions and the contact load a combined incremental and iterative approach is utilised. With this approach, the loads are applied progressively, and the sliding and adhering portion of the contact region is established for each load increment using an iterative procedure. A coulomb type of friction law is assumed. 260 pp. Englisch. Nº de ref. del artículo: 9783540515623
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Lecture Notes in Engineering
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Springer Berlin Heidelberg, 1989
ISBN 10: 3540515623
ISBN 13: 9783540515623
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Condición: New. Dieser Artikel ist ein Print on Demand Artikel und wird nach Ihrer Bestellung fuer Sie gedruckt. The Boundary Element Method (BEM) has been established as a powerful numerical tool for the analysis of continua in recent years. The method is based on an attempt to transfer the governing differential equations into integral equations over the boundary. T. Nº de ref. del artículo: 4892027
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Lecture Notes in Engineering : A Boundary Element Method for Twodimensional Contact Problems
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