MESH-FREE ANALYSIS OF PLATE BENDING PROBLEMS BY MOVING FINITE ELEMENT APPROXIMATION

The governing equations for plate bending problems are given by the partial differential equations of the 4th order. Therefore C1 continuous elements are required for approximation and discretization with using the standard finite element method (FEM). A novel discretization method is proposed and d...

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Vydané v:	WIT Transactions on Engineering Sciences Ročník 126; s. 211
Hlavní autori:	Sladek, Vladimir, Sladek, Jan, Repka, Miroslav
Médium:	Journal Article
Jazyk:	English
Vydavateľské údaje:	Southampton W I T Press 01.01.2019
Predmet:	Approximation Bending Boundary conditions Boundary value problems Continuity (mathematics) Derivatives Discretization Finite element method Formulations Interpolation Meshless methods Nodes Partial differential equations Polynomials Shape functions
ISSN:	1746-4471, 1743-3533
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