Department of Cardiac Surgery, Université Libre de Bruxelles, Hopital Académique, Erasme, Brussels, Belgium.
Physiol Res. 2019 Apr 30;68(2):233-243. doi: 10.33549/physiolres.933894. Epub 2019 Jan 10.
In the pulmonary circulation, resistive and compliant properties overlap in the same vessels. Resistance varies nonlinearly with pressure and flow; this relationship is driven by the elastic properties of the vessels. Linehan et al. correlated the mean pulmonary arterial pressure and mean flow with resistance using an original equation incorporating the distensibility of the pulmonary arteries. The goal of this study was to validate this equation in an in vivo porcine model. In vivo measurements were acquired in 6 pigs. The distensibility coefficient (DC) was measured by placing piezo-electric crystals around the pulmonary artery (PA). In addition to experiments under pulsatile conditions, a right ventricular (RV) bypass system was used to induce a continuous pulmonary flow state. The Linehan et al. equation was then used to predict the pressure from the flow under continuous flow conditions. The diameter-derived DC was 2.4%/mmHg (+/-0.4%), whereas the surface area-based DC was 4.1 %/mmHg (+/-0.1%). An increase in continuous flow was associated with a constant decrease in resistance, which correlated with the diameter-based DC (r=-0.8407, p=0.044) and the surface area-based DC (r=-0.8986, p=0.028). In contrast to the Linehan et al. equation, our results showed constant or even decreasing pressure as flow increased. Using a model of continuous pulmonary flow induced by an RV assist system, pulmonary pressure could not be predicted based on the flow using the Linehan et al. equation. Measurements of distensibility based on the diameter of the PA were inversely correlated with the resistance.
在肺循环中,阻力和顺应性特性在同一血管中重叠。阻力随压力和流量呈非线性变化;这种关系是由血管的弹性特性驱动的。Linehan 等人使用包含肺动脉可扩张性的原始方程,将平均肺动脉压和平均流量与阻力相关联。本研究的目的是在活体猪模型中验证该方程。在 6 头猪中进行了体内测量。通过在肺动脉周围放置压电晶体来测量可扩张性系数 (DC)。除了在脉动条件下进行实验外,还使用右心室 (RV) 旁路系统来诱导连续肺血流状态。然后使用 Linehan 等人的方程根据连续血流条件下的流量预测压力。基于直径的 DC 为 2.4%/mmHg(+/-0.4%),而基于表面积的 DC 为 4.1%/mmHg(+/-0.1%)。连续流量增加与阻力恒定下降相关,这与基于直径的 DC(r=-0.8407,p=0.044)和基于表面积的 DC(r=-0.8986,p=0.028)相关。与 Linehan 等人的方程相反,我们的结果显示,随着流量的增加,压力保持不变甚至下降。使用 RV 辅助系统诱导的连续肺血流模型,不能根据 Linehan 等人的方程使用流量预测肺压。PA 直径测量的可扩张性与阻力呈反比。