Example 5 8 Local basis for the space of linear functions on the reference triangle Consider the case, one can speak of values of finite element functions on m-faces with m
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linear basis functions ➢ quadratic basis functions Scope: Understand the origin and shape of basis functions used in classical finite element techniques
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Figure 7 4: The three quadratic Lagrange P2 shape functions on the reference interval [−1,1] Matrix assembly for k=1, N do // loop over all elements for i=1,3 do
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used in this book, i e , degrees of freedom, shape functions, and interpolation operator These notions are illustrated on Lagrange finite elements, for which
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Example 5 8 Local basis for the space of linear functions on the reference triangle Consider the case, one can speak of values of finite element functions on m-faces with m
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