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This document describes the weak formulation approach for solving a weighted residual statement. It begins by presenting the governing differential equation and boundary conditions for a simply supported beam problem. It then shows the steps to formulate the weighted residual statement and bring it to its weak form using integration by parts. This introduces the natural boundary conditions into the weak formulation. A trial solution is chosen that satisfies the essential boundary conditions and is inserted

Author

Hrithik Goyal

Language

EN