flyer - Università degli studi di Pavia

Transcript

flyer - Università degli studi di Pavia
Università degli Studi di Pavia
Dipartimento di Ingegneria Civile e Architettura
SEMINAR
Isogeometric Fluid–Structure Interaction Analysis of
Bioprosthetic Heart Valves
The aim of this work is to develop a robust and accurate computational fluid-structure
interaction (FSI) framework to simulate a tri-leaflet bioprosthetic heart valve (BHV)
function over the complete cardiac cycle. Due to the complex motion of the heart valve
leaflets, the fluid domain undergoes large deformations, including changes of topology.
We propose a variational immersed-boundary method that directly analyzes an
isogeometric surface representation of the structure by immersing it into a non-boundaryfitted discretization of the surrounding fluid domain. The variational formulation for
immersed-boundary FSI is derived using an augmented Lagrangian approach. The
framework also includes a penalty-based dynamic contact algorithm for shell structures
represented by isogeometric surfaces. To evaluate the accuracy of the proposed
methods, we test them on benchmark problems and compare the results with those of
established boundary-fitted techniques. We then simulate the coupling of the BHV and
the surrounding blood flow under physiological conditions, demonstrating the
effectiveness of the proposed techniques in practical computations. An arbitrary
Lagrangian–Eulerian/variational immersed-boundary hybrid methodology is also
developed under the augmented Lagrangian framework for FSI. A single computation
combines a boundary-fitted, deforming-mesh treatment of some fluid–structure interfaces
with a non-boundary-fitted treatment of others. This approach enables us to also simulate
the FSI of a BHV implanted in an elastic artery through the entire cardiac cycle.
Prof. Ming-Chen Hsu
Dpt. of Mechanical Engineering
Iowa State University
Thursday, July 10, Aula MS1, 12.00 (sharp)
Dipartimento di Ingegneria Civile e Architettura
Via Ferrata, 3 – Pavia
The support of the European Community through the 2010 ERC Starting Grant project “ISOBIO:
Isogeometric Methods for Biomechanics” is gratefully acknowledged

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