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This document presents the steps to solve a plane stress problem using the finite element method. It involves defining the geometry, applying boundary conditions, assembling the global stiffness matrix, computing nodal loads, and solving the system of equations to obtain displacements and stresses in the elements. Node coordinates, strain-displacement matrices, element stiffness matrices, and the reduced global stiffness matrix are defined. Consistent nodal loads are computed, including the load due to trac

Author

gautham

Language

EN