Learn · FEM Applied to Ocean Engineering
Lecture 34 of 39FEM Applied to Ocean Engineering
Solution of mild slope equation using FEM
Prof. S. A. Sannasiraj · IIT Madras
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All the lectures
- Introduction to the basic concept of Finite Element Metric & application
- Formulation of FEM model and approaches to FEM
- Rayleigh Ritz method and Galerkin method
- Relation between force and displacement
- Beam element and plane stress element
- Plane strain element and Rayleigh Ritz method
- Galerkin method and formulation of displacement function
- Formulation of shape function- Shape function approach- Lagragian formulation- Hermilian formulation
- Natural coordinate system
- Stiffness matrix for quadratic element
- Guassian Quadrature rule (continued...)
- FEM solution for beam
- Two dimensional problem
- Isoparametric element problem (continued...)
- Variational formulation: Beam buckling
- Problems
- Problem - Formulation of shape function
- FEM system of equations and stiffness matrix
- Solving a truss using FEM
- Partial differential equation; Classification of physical problems
- IVP, BVP, Variational principle
- Fluid flow problem
- Steady state flow around a circular cylinder (Full Solution)
- Steady state flow around a circular cylinder (full solution) (continued...)
- Wave Diffraction : Wave interaction with the vertical wall
- FEM Analysis by software Application
- Analysis of Jacket using SACS
- Diffraction-radiation problem
- Solution of heave added mass
- Solution of heave added mass (continued...)
- Oblique long wave interaction
- Wave propagation in shallow water
- Combined refraction-diffraction
- Solution of mild slope equation using FEM
- Sloshing, fluid Structure Interaction
- Sloshing, fluid structure interaction (continued...)
- Non-linear free surface wave interaction with a body
- Non-linear sloshing and unstructured mesh
- Non-linear wave simulation in 3D tank