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Related lectures (26)
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Nonlinear Analysis of Structures: Integration Methods
Covers integration methods and element stiffness matrices for nonlinear structural analysis.
Structural Mechanics Fundamentals
Covers the basics of structural mechanics, including treating bars as springs, using the method of sections to analyze complex structures, and exploring stress concentration and the Sambhanans principle.
Finite Element Method: Basics and Applications
Introduces the Finite Element Method for solving PDEs and demonstrates its application through examples and Comsol Multiphysics.
Elastic Solid Energy Computation
Covers the computation of elastic energy in solid mechanics and equilibrium steps using conjugate gradients.
Numerical Methods for PDE
Explores numerical methods for solving PDEs, including FDM, FVM, and FEM, stiffness matrix calculations, nonlinear PDEs, error control, and patient-specific modeling.
Nonlinear Analysis of Structures: Model Fidelities & Plasticity
Introduces model fidelities, plastic hinges, and concentrated plasticity in nonlinear structural analysis.
