Get Boundary Element Analysis of Plates and Shells PDF

By F. Hartmann (auth.), Prof. Dimitri E. Beskos (eds.)

ISBN-10: 3642456944

ISBN-13: 9783642456947

ISBN-10: 3642456960

ISBN-13: 9783642456961

The research of plates and shells below static and dynamic quite a bit is of greatinterest to scientists and engineers either from the theoretical and the sensible standpoint. The Boun- dary point approach (BEM) has a few special merits over area options similar to the Finite distinction procedure (FDM) and the Finite aspect process (FEM) for a large category of structuralanalysis difficulties. this is often the 1st publication to deal in particular with the research of plates and shells by means of the BEM and to hide all features in their behaviour, and combi- nes educational and state of the art articles at the BEM as ap- plied to plates and shells. It goals to notify scientists and engineers in regards to the use and some great benefits of this techni- que, the newest advancements within the box and the consistent with- tinent literature for additional research.

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To 9. : Numerical analysis of elastic plates and shallow shells by an integral equation method. Struct. Res. Ser. Rept. 345. Urbana: University of Illinois 1969. 10. : Boundary integral formulation for plate flexure with arbitrary boundary conditions. Mech. Res. Comm. 5 (1978) 197-206. : A new integral equation formulation for plate 11. ; bending problems, in: Recent advances in boundary element methods. C. A. ). London: Pentech Press 1978. pp. 327-342. 12. : A general boundary integral formulation for the numerical solution of plate bending problems.

Groningen: Noordhoff 1953. 4. : Resolution graphomecanique des problems gene raux de l' lasticite plane. Bull. Centre Et. Rech. Essais Sc. Genie Civil. 4, 169-180. e- 5. ; Symm, G. : Numerical biharmonic analysis and some applications. Int. J. Solids Struct. 3 (1967) 309-332. 6. ; Chakrabarty, S. : Integral equation solutions for simply supported polygonal plates. Int. J. Engng. Sci. 12 (1974) 793-806. 7. : A boundary integral method applied to plates of arbitrary plane form. Comput. Struct. 9 (1978) 163-168.

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Boundary Element Analysis of Plates and Shells by F. Hartmann (auth.), Prof. Dimitri E. Beskos (eds.)


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