The Mathematics of Finite Elements and Applications: Highlights 1993J. R. Whiteman World leaders in diverse disciplines, whose common interest is finite element methods, address the latest developments in the field. Mathematical theory, engineering and scientific applications, computational techniques, large scale analysis and implementation of related methods are among the subjects discussed. |
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The Mathematics of Finite Elements and Applications: Highlights 1993 J. R. Whiteman No preview available - 1994 |
Common terms and phrases
accuracy adaptive algorithm analysis Applications approach approximation assume boundary boundary conditions bounded calculated cell components computational consider constant continuous convergence corresponding defined denote dependent derived described developed direction discrete distribution domain edge effectivity efficient elastic elliptic Engineering equations exact example exists field Figure finite element method flow fluid formulation functions given gives global grid indicator initial integral iteration leads linear load material Mathematics matrix Mechanics mesh nodes nonlinear norm Note numerical obtained operator optimal parallel parameter performed plate points possible posteriori error estimates practical presented pressure problem procedure processors refinement relation residual respectively satisfies scheme shown simulation smooth solution solved space stability step strain strategy stress structure technique tetrahedral Theorem triangle University variables vector volume wave