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Evaluation of a new implicit coupling algorithm for the partitioned fluid-structure interaction simulation of bileaflet mechanical heart valves

机译:一种新的隐式耦合算法在双叶片机械心脏瓣膜分区流固耦合模拟中的应用

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摘要

The movement of the leaflets of Bileaflet Mechanical Heart Valves (BMHVs) strongly interacts with the surrounding fluid motion and therefore it needs to be modeled through a Fluid-Structure Interaction (FSI) scheme with implicit coupling. Therefore, when using partitioned solvers, a subiteration loop within each time step is needed. The stability of such a scheme depends on the value of the under-relaxation factor. For the simulation of a BMHV, several methods can be used to find such an appropriate under-relaxation factor, like fixed under-relaxation or the dynamically changing Aitken Δ2 under-relaxation. Also, a stable scheme can be achieved with a newly developed algorithm which uses the Jacobian with the derivatives of the pressure and viscous moments acting on the leaflets with resprect to the angular accelerations of the leaflets. In this paper, this new algorithm is presented and compared to existing coupling schemes. It is shown through numerical experiments that our newly developed algorithm outperforms these existing coupling schemes.
机译:Bileaflet机械心脏瓣膜(BMHV)的瓣叶运动与周围的流体运动密切相关,因此需要通过具有隐式耦合的流固耦合(FSI)方案进行建模。因此,使用分区求解器时,需要在每个时间步内创建一个子迭代循环。这种方案的稳定性取决于欠松弛因子的值。对于BMHV的仿真,可以使用几种方法来找到这种合适的欠松弛因子,例如固定的欠松弛或动态变化的AitkenΔ2欠松弛。而且,可以通过新开发的算法来实现稳定的方案,该算法使用雅可比行列式,其中作用在小叶上的压力和粘性力矩的导数与小叶的角加速度有关。在本文中,提出了这种新算法并将其与现有的耦合方案进行了比较。通过数值实验表明,我们新开发的算法优于这些现有的耦合方案。

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