The first volume focuses on the use of the method for linear problems. A general procedure is presented for the finite element analysis FEA of a physical problem, where the goal is to specify the values of a field function. First, the strong form of the problem governing differential equations and boundary conditions is formulated. Subsequently, a weak form of the governing equations is established. Finally, a finite element approximation is introduced, transforming the weak form into a system of equations where the only unknowns are nodal values of the field function. Important concepts for finite element computations, such as isoparametric elements for multi-dimensional analysis and Gaussian quadrature for numerical evaluation of integrals, are presented and explained.
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Practical Finite Element Analysis
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Practical finite element analysis by nitin s gokhale pdf download