'Finite element methods' diaporamas de présentation

PDE2D, A General-Purpose PDE Solver

PDE2D, A General-Purpose PDE Solver. Granville Sewell Mathematics Dept. University of Texas El Paso. PDE2D History. Work began 1974 in Caracas , Venezuela Sold as TWODEPEP by IMSL, 1980-1984 Sold as PDE/PROTRAN by IMSL, 1984-1991

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Finite Element Method

TS 4466 2 Credits. Finite Element Method. Instructor: Wong Foek Tjong, Ph.D. Course description. The course aims to enable the students to understand the basic concepts and procedures of the finite element method (FEM) and to apply the FEM by using a commercial software

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Introduction to Computational Fluid Dynamics (CFD)

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Lecture 2. How to model: Numerical methods

Lecture 2. How to model: Numerical methods. Outline Brief overview and comparison of methods FEM LAPEX FEM SLIM3D Petrophysical modeling Supplementary: details for SLIM3D. Full set of equations. mass. momentum. energy. Final effective viscosity. if. if. Numerical methods.

810 views • 52 slides

Education Activities Committee Strategic Plan Review & Recommendations

Education Activities Committee Strategic Plan Review & Recommendations. Dec 09. Neal Barlow VP Ed, Elect. Strat Plan Update.

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MECh300H Introduction to Finite Element Methods

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CS 584

CS 584. Review. Systems of equations and finite element methods are related. Gauss-Seidel Iteration. Gauss-Seidel parallelism can be increased by using graph coloring. Partitioning. P 0. P 1. P 2. P 3. P 0. P 1. P 2. P 3. Communication. Finite Element Method.

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Introduction to Matlab

Introduction to Matlab. I use Matlab for:. Data analysis Data plotting Image Analysis Also S imulations (solving odes/ pdes /finite element methods) Minimisations, root finding, curve fitting Data visualisation Controlling lab equipment Etc... Basically anything (within reason).

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Chemistry 6440 / 7440

Chemistry 6440 / 7440. Models for Solvation. Resources. Foresman and Frisch, Exploring Chemistry with Electronic Structure Methods, Chapter 10 Jensen, Chapter 16.3 Cramer, Chapter 11 Young, Chapter 24 Tomasi & Mennucci, ECC pg 2547. Explicit Solvent Models.

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Scientific Computing and Numerics for PDEs

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BVP

Weak Formulation. BVP. Weak Formulation ( variational formulation). Multiply equation (1) by v(x) and then integrate from 0 to 1. Integration by parts yiels. where. Galerkin Methods. BVP. Unique sol?. Weak Formulation ( variational formulation). Infinite dimensional space. where.

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Testing Orthotropic Material Properties -Six experiments are run, each with the application of only a single component o

140 views • 1 slides