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Shape functions of commonly used finite elements

2 Shape functions of commonly used finite elements [Pg.23]

Variations of a continuous function over this element can be represented by a complete first-order (linear) polynomial as [Pg.23]

By the insertion of the nodal coordinates into Equation (2.5) nodal values of / can be found. This is shown as [Pg.23]

24 WEIGHTED RESIDUAL FINITE ELEMENT METHODS - AN OUTLINE hence a = [Pg.24]

In the outlined procedure the derivation of the shape functions of a three-noded (linear) triangular element requires the solution of a set of algebraic equations, generally shown as Equation (2.7). [Pg.24]




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Common elements

Common functions

Finite-element

Functional element

Shape functions

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