Wiesner T F, Levesque M J, Rooz E, Nerem R M
Mobay Corporation, Baytown, TX 77251.
J Biomech Eng. 1988 May;110(2):144-9. doi: 10.1115/1.3108419.
This article is the second in a series which presents a computer model of the left coronary arteries. The first article discussed the geometry, the governing equations, and the numerical method employed. This paper details an acute canine experiment used to validate the approach as well as the systematic investigation of several important parameters governing the left coronary circulation. These parameters include peripheral resistance, wall properties, and altered geometric properties through various stenosis/bypass configurations. With appropriate selection of parameters, the model reproduces an in vivo waveform very closely. The model also predicts many clinical phenomena, such as the "critical" value of stenosis, the dramatic reduction in flow through a stenosis when bypassed, and the restorative effect of the bypass upon flow to the distal bed. The model also is used to show that the autonomic state of the animal profoundly affects the influence of various factors, e.g., the critical value of a stenosis is much higher under resting conditions than under hyperemic conditions.
本文是介绍左冠状动脉计算机模型系列文章的第二篇。第一篇文章讨论了所采用的几何形状、控制方程和数值方法。本文详细介绍了用于验证该方法的急性犬实验,以及对控制左冠状动脉循环的几个重要参数的系统研究。这些参数包括外周阻力、血管壁特性以及通过各种狭窄/旁路配置改变的几何特性。通过适当选择参数,该模型能非常精确地重现体内波形。该模型还预测了许多临床现象,如狭窄的“临界”值、旁路时通过狭窄处的血流量急剧减少以及旁路对远端血流的恢复作用。该模型还用于表明动物的自主神经状态会深刻影响各种因素的作用,例如,狭窄的临界值在静息状态下比充血状态下要高得多。