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Mathematical models, discretizations, and solution strategies for coupling of free fluid with poroelastic medium

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  • Mathematical models, discretizations, and solution strategies for coupling of free fluid with poroelastic medium
Date modified
  • 11/14/2025
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Abstract
  • This thesis focuses on finite element computational models for solving the coupled problem that arises from the interaction between free fluid flow and flow within a deformable poroelastic medium. We adopt the Stokes or Navier-Stokes equations to model the fluid flow and the fully dynamic Biot system for the flow in the poroelastic material. The...
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Degree discipline
  • Applied Mathematics
Degree grantor
  • University of Pittsburgh - Kenneth P. Dietrich School of Arts & Sciences
Degree level
  • doctoral
Degree name
  • Doctor of Philosophy
Department
  • University of Pittsburgh - Kenneth P. Dietrich School of Arts & Sciences
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MLA citation style (9th ed.)

AASHI DALAL. Mathematical Models, Discretizations, and Solution Strategies for Coupling of Free Fluid with Poroelastic Medium. d-scholarship.pitt.edu/concern/etds/b22b8daa-59e0-40f4-a8cb-e5e7dbfbe8b8?highlight=true.

APA citation style (7th ed.)

A. Dalal. Mathematical models, discretizations, and solution strategies for coupling of free fluid with poroelastic medium. https://d-scholarship.pitt.edu/concern/etds/b22b8daa-59e0-40f4-a8cb-e5e7dbfbe8b8?highlight=true

Chicago citation style (CMOS 17, author-date)

AASHI DALAL. Mathematical Models, Discretizations, and Solution Strategies for Coupling of Free Fluid with Poroelastic Medium. https://d-scholarship.pitt.edu/concern/etds/b22b8daa-59e0-40f4-a8cb-e5e7dbfbe8b8?highlight=true.

Note: These citations are programmatically generated and may be incomplete.

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