FINITE ELEMENT DISCRETIZATION OF THE BEAM EQUATION

A beam is a structural element or member designed to support loads applied at various points along the element. Beams make up structure which an assembly of number elements. undergo displacement such as deflection and rotations certain important location centre bridge top building. I haveanalysed numerically two dimensional equation with one degree freedom form using finite method. The positive constant has meaning flexural rigidity per linear mass density, external forcing term. This involved discretization employing Galerkins technique yields system ordinary differential equations.