Krams R, Sipkema P, Westerhof N
Laboratory for Physiology, Free University, Amsterdam, The Netherlands.
Am J Physiol. 1990 Jun;258(6 Pt 2):H1889-98. doi: 10.1152/ajpheart.1990.258.6.H1889.
In this study on the isolated, maximally vasodilated, blood-perfused cat heart we investigated the relation between left ventricular developed pressure (delta Piv) and coronary oscillatory flow amplitude (diastolic minus systolic flow, delta F) at different levels of constant perfusion pressure (Pp). We hypothesized that the effect of cardiac contraction on the phasic flow results from the changing elastic properties of cardiac muscle. The coronary vessel compartment can, as can the left ventricular lumen compartment, be described by a time-varying elastance. This concept predicts that the effect of left ventricular pressure on delta F is small, whereas the effect of Pp is considerable. Both the waterfall model and the intramyocardial pump model predict the inverse. The relation between delta Piv and delta F at a Pp of 10 kPa is delta F = (4.71 +/- 3.08).delta Piv + 337 +/- 75 (slope in ml.min-1.100 g-1.kPa-1 and intercept in ml.min-1.100 g-1; n = 7); the relation between (constant levels of) Pp and delta F at a constant delta Piv of 10 kPa is delta F = 51.Pp + 211 (slope in ml.min-1.100 g-1.kPa-1 and intercept in ml.min-1.100 g-1; n = 6). The differences in slope are best predicted by the time-varying elastance concept.
在这项针对离体、最大程度血管舒张、有血液灌注的猫心脏的研究中,我们研究了在不同恒定灌注压力(Pp)水平下,左心室舒张末压(ΔPiv)与冠状动脉振荡血流幅度(舒张期血流减去收缩期血流,ΔF)之间的关系。我们假设心脏收缩对搏动性血流的影响源于心肌弹性特性的变化。冠状动脉腔室与左心室腔室一样,可以用时变弹性来描述。这一概念预测,左心室压力对ΔF的影响较小,而Pp的影响相当大。瀑布模型和心肌内泵模型的预测则相反。在Pp为10 kPa时,ΔPiv与ΔF之间的关系为ΔF = (4.71 ± 3.08)·ΔPiv + 337 ± 75(斜率单位为ml·min⁻¹·100 g⁻¹·kPa⁻¹,截距单位为ml·min⁻¹·100 g⁻¹;n = 7);在恒定的ΔPiv为10 kPa时,(恒定水平的)Pp与ΔF之间的关系为ΔF = 51·Pp + 211(斜率单位为ml·min⁻¹·100 g⁻¹·kPa⁻¹,截距单位为ml·min⁻¹·100 g⁻¹;n = 6)。斜率的差异最好用时变弹性概念来预测。