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20242026
most citedExtended one-dimensional reduced model for blood flow within a stenotic artery

1 citations · 1 across the 5 of their papers we have counts for

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5 papers

math.NA2026

An unconditionally stable second-order Robin partitioned method for fluid-poroelastic structure interaction

Wenlong He, Thomas Wick, Xiaohe Yue +2

We study an unsteady fluid-poroelastic structure interaction (FPSI) problem, in which the free fluid region is governed by the incompressible Stokes equations and the poroelastic r…

math.NA2026

A Locking-free and Loosely Coupled Robin-Robin Scheme for Fluid-Poroelasticity Interaction

Wenlong He, Thomas Wick, Xiaohe Yue +2

We study a fluid-poroelasticity interaction (FPSI) problem coupling the unsteady Stokes equations with the fully dynamic Biot system. A major challenge in such problems is to desig…

math.NA2025

An Unconditionally Stable Explicit Robin-Robin Partitioned Scheme for Fluid-Structure Interaction

Shihan Guo, Ping Lin, Yifan Wang +2

We propose a parallelizable partitioned (loosely coupled) scheme for fluid structure interaction (FSI) problems, specifically designed for efficient computation in modern engineeri…

math.NA2024★ 1 cited

Extended one-dimensional reduced model for blood flow within a stenotic artery

Suncica Canic, Shihan Guo, Yifan Wang +2

In this paper, we introduce an adapted one-dimensional (1D) reduced model aimed at analyzing blood flow within stenosed arteries. Differing from the prevailing 1D model \cite{Forma…

math.NA2024

A Fully Parallelizable Loosely Coupled Scheme for Fluid-Poroelastic Structure Interaction Problems

Shihan Guo, Yizhong Sun, Yifan Wang +2

We investigate the fluid-poroelastic structure interaction problem in a moving domain, governed by Navier-Stokes-Biot (NSBiot) system. First, we propose a fully parallelizable, loo…