Res.2-002 Linear Finite Element Analysis
Res.2-002 Linear Finite Element Analysis (MIT OCW). Instructor: Professor K. J. Bathe. This course introduces the basic principles used for effective finite element analysis, the general assumptions, and the implementation of finite element procedures. This video series is a comprehensive course of study that presents effective finite element procedures for the linear analysis of solids and structures. The finite element method is the ideal tool for solving static and dynamic problems in engineering and the sciences. Linear analysis assumes linear elastic behavior and infinitesimally small displacements and strains. To establish appropriate models for analysis, it is necessary to become familiar with the finite element methods available. (from ocw.mit.edu)
| Lecture 02 - Analysis of Continuous Systems |
Basic concepts in the analysis of continuous systems. Differential and variational formulations. Essential and natural boundary conditions. Principle of virtual displacements. Weighted residual methods, Galerkin, least squares methods. Ritz analysis method.
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