左心房至主动脉末端血流通道的运动机制及血平衡计算

E. Talygin, G. Kiknadze, A. Gorodkov
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摘要

目前,对粘性流体自组织的类龙卷风射流的形成和演化机制进行了大量的研究。在这些工作中,获得了这类流动的Navier-Stokes方程的精确解,建立了这类流动的生成面几何形状,并给出了这类旋转射流形成和发展的充分必要条件。然而,这种流动机制的重要方面仍然不清楚——边界层的结构,一般形式的流线的形状,脉动流态下这种流动的结构,等等。在得到精确解后,尝试得到相应投影中流线的关系。然而,由于计算的复杂性,流线只构建在远离漩涡流演化轴的区域。在这项工作中,使用了另一种计算流线的方法,这使得在空间的每个点上获得这些线的一般关系成为可能。流线表达式包含易于计算的函数,简化了其实际应用。在流线表达式的基础上,建立了从左心房流向主动脉的旋涡式血流的质量守恒表达式,并计算了介质的平衡。本文的研究结果具有重要的理论和实践意义。一方面,建立的流线表达式可以更好地研究轴向区旋流的形成和演化机制。另一方面,获得心脏和主动脉中血液平衡的定量比率,可以更准确地研究血液循环的机制。
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The Mechanism of Movement and Calculation of Blood Balance in the Flow Channel From the Left Atrium to the End of the Aorta
Today, there are a lot of works studying the mechanisms of formation and evolution of self-organizing tornado-like jets of viscous fluid. In these works, the exact solution of the Navier-Stokes equation for such a class of flows are obtained, the geometry of the generating surface for that flows is established and the necessary and sufficient conditions for the formation and evolution of such swirling jets are formulated. However, important aspects of the mechanics of such flows remain unclear — the structure of the boundary layer, the shape of streamlines in general form, the structure of such flows under a pulsating flow regime, and others. After obtaining the exact solution, attempts were made to obtain relations for streamlines in the corresponding projections. However, due to computational complexity, streamlines were constructed only for regions far from the axis of the swirling flow evolution. In this work, an alternative method of calculating streamlines was used, which made it possible to obtain general relations for these lines at each point in space. Expressions for streamlines contain easily computed functions, which simplifies their practical use Based on the expressions for streamlines, expressions were formulated declaring the conservation of the mass of the swirling blood flow from the left atrium to the aorta and the balance of the medium was calculated. The results of this work are of great theoretical and practical importance. On the one hand, the established expressions for streamlines allow a better study of the mechanisms of formation and evolution of swirling flows in the axial region. On the other hand, obtaining quantitative ratios for the balance of blood in the heart and aorta allows a more accurate study of the mechanics of blood circulation.
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