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Linking an Artery to the Circulation: Introducing a Quasi-Simultaneous Coupling Approach for Partitioned Systems in Hemodynamics

机译:将动脉连接到流通:引入血流动力学中分区系统的准同声耦合方法

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When modeling complex systems such as the cardiovascular circulation one often needs to separate the problem into smaller subproblems because of the heterogeneous nature of the system and/or the modeling techniques. The application at hand is to link blood flow in an artery to that in the circulation. The artery of interest is modeled by a 3D CFD model that includes a model for the elastic wall to simulate fluid-structure interaction. This 3D arterial model is coupled to a 0D model (electric network) for the cardiovascular circulation. We show that the weak coupling method is numerically unstable for this application. Using a simple model problem, a theoretical stability analysis is performed which explains the instability of the simulation results. Additionally, we consider fluid-structure interaction in an elastic artery. Again stability analysis results in a theoretical (in)stability condition that is in good agreement with simulation results. As a solution for these stability problems the quasi-simultaneous method is presented. The big advantage over strongly coupled methods is its low computational cost.
机译:当诸如心血管循环的复杂系统建模时,由于系统的异质性和/或建模技术,通常需要将问题分离成较小的子问题。手头的应用是将动脉中的血流链接到循环中的动脉。感兴趣的动脉由3D CFD模型进行建模,该模型包括弹性壁的模型来模拟流体结构相互作用。该3D动脉模型耦合到用于心血管循环的0D模型(电网)。我们表明,弱耦合方法对于该应用来说是数字上不稳定的。使用简单的模型问题,执行理论稳定性分析,其解释了模拟结果的不稳定性。另外,我们考虑在弹性动脉中的流体结构相互作用。再次稳定性分析导致理论(In)稳定性条件与模拟结果吻合良好。作为用于这些稳定性问题的解决方案,提出了准同质方法。强耦合方法的大优势是其低计算成本。

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