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- Hybridized numerical schemes for PDEs
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Postgraduate research
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- Information about research theses
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Abstract:
We describe hybridized finite element methods for partial differential equations, which are based on constructing local solutions on each triangle of a triangulation and patching these local solutions by flux continuity on intercell boundaries. The main advantages of this approach are that, firstly, it produces a locally conservative numerical scheme and, secondly, there is a large reduction in number of degree of freedom compared to conventional finite element methods.The talk includes hybridized numerical schemes for elliptic equations, stokes equations and elasticity problems.
Speaker
Youngmok Jeon
Research Area
Computational Maths
Affiliation
Ajou University, Suwon
Date
Fri, 01/02/2013 - 11:45am to 12:30pm
Venue
RC-4082