INZENJERSKI PRIRUCNIK PDF

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Institute of Applied Mechanics. Course director: Prof. Jurica Soric. General introduction into finite element methods. Formulation of finite element displacement based method. Derivation of finite element equation: static finite element equation, finite element equation for dynamic analysis.

Global finite element formulation, direct stiffness method. Convergence of finite element solutions. Description of finite element computer programs. Natural coordinates: length coordinates, triangular coordinates, tetrahedral coordinates. Interpolation concepts, Langrangian and Hermitian interpolation polynomials. One-dimensional finite elements: basic bar element, basic beam element, higher-order elements.

Two-dimensional finite elements: basic triangular element, basic rectangular elements, higher-order finite elements. Three-dimensional finite elements: three-dimensional beam element, tetrahedral elements, hexahedral elements. Axisymmetric elements. Isoparametric finite element formulation. Finite elements for plate bending analysis: nonconforming elements, conforming elements.

Finite elements for shell analyses: flat elements, elements for shells of revolution, general shell elements. Locking phenomena in finite element analyses. Methods of numerical integration. Soric, J. In Croatian.

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