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Filtering by: Keyword Biofilm Subject Applied Mathematics

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The Extended Finite Element Method for Special Problems with Moving Interfaces

Description:

Problems involving irregularly shaped domains or embedded interfaces occur in a wide range of mathematical models. These include models in computational biology, fluid mechanics, and solidification. Numerical solutions for this type of problem can be difficult to obtain, and therefore a variety of methods have been devised to solve them....

Keyword:

Biofilm, X-FEM, Film Thinning, Solidification, and Level Set

Subject:

Applied Mathematics

Creator:

Bryan Smith

Owner:

Scholarly Digital Publishing

Date Uploaded:

09/19/2018

Date Modified:

09/19/2018

Date Created:

2008-09-09

Resource Type:

Dissertation
Application of the eXtended Finite Element Method in Mathematical Biology

Description:

Across a broad spectrum of mathematical models, problems arise that have irregular domains or contain embedded interfaces. The complexity due to the introduction of these interfaces makes it more difficult to develop efficient and accurate numerical methods for their solutions. This thesis discusses modifications to the eXtended Finite Element Method...

Keyword:

Biofilm, X-FEM, Interfaces, and Mathematical Biology

Subject:

Applied Mathematics

Creator:

Benjamin L Vaughan, Jr.

Owner:

Scholarly Digital Publishing

Date Uploaded:

08/16/2018

Date Modified:

08/16/2018

Date Created:

2007-09-27

Resource Type:

Dissertation