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CEVE 517See offeringsHas prerequisites

Finite Element Analysis

CT Score
1500
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( MATH 212 or MATH 222 ) and (CAAM 210 or CAAM 211 or CMOR 220 ) Description: An introduction to Galerkin's method and the method of least squares applied to partial differential equations. Computational considerations for efficient interpolation, numerical integration, solution and post-processing methods. Error estimation and adaptive finite element analysis. Requires the use of solid works for a student project and a supporting literature survey. Cross-list: MECH 517 . Graduate/Undergraduate Equivalency: CEVE 417 . Mutually Exclusive: Cannot register for CEVE 517 if student has credit for CEVE 417CEVE 517unlocks 2 courses

2 mapped courses list CEVE 517 as a prerequisite. See on the map →

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