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Thursday, January 20, 2022(4pm)
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Suncica Canic:
An introduction to fluid-structure interaction
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Thursday, January 27, 2022 (10am)
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Suncica Canic, Jeffrey Kuan:
An existence proof for a nonlinearly coupled fluid-poroelastic structure interaction problem
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Thursday, Feb 3, 2022 (4pm)
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Jeffrey Kuan, Andrew Scharf:
Linear and Nonlinear Coupling in FSI problems
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Thursday, Feb 10, 2022 (4pm)
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Jeffrey Kuan, Suncica Canic:
On a stochastic fluid-structure interaction problem (Part I)
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Monday, Feb 14, 2022 (4:15pm)
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Jeffrey Kuan, Suncica Canic:
On a stochastic fluid-structure interaction problem (Part II)
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Monday, Feb 21, 2022 (4:15pm)
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No seminar this week.
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Monday, Feb 28, 2022 (4pm)
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Andrew Scharf:
A 1D reduced model for FSI (Part I)
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Monday, March 7, 2022 (4pm)
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Andrew Scharf:
A 1D reduced model for FSI (Part II)
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Monday, March 14, 2022 (4pm)
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Andrew Scharf and Jeffrey Kuan:
An introduction to Finite Difference Methods for Fluid Dynamics I
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Monday, March 21, 2022 (4pm)
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Andrew Scharf and Jeffrey Kuan:
An introduction to Finite Difference Methods for Fluid Dynamics II
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Monday, March 28, 2022 (4pm)
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Andrew Scharf and Jeffrey Kuan:
Boundary conditions for pressure in FEM-based approaches to solving the incompressible Navier-Stokes equations.
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Monday, April 4, 2022 (4pm)
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Jeffrey Kuan:
A FSI problem with multi-layered poroelastic structures with nonlinear coupling: a well-posedness result.
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Monday, April 11, 2022 (4pm)
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Jeffrey Kuan (UCB) and Krutika Towri (Indiana University):
Local well-posedness of a three-dimensional phase-field model for thrombus and blood flow.
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Monday, April 11, 2022 (4pm)
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Jeffrey Kuan (UCB) and Krutika Towri (Indiana University):
Local well-posedness of a three-dimensional phase-field model for thrombus and blood flow.
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Seminar continues throughout the Spring 2022 semester.
For more information contact Suncica Canic.