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肺循环的扩张性与压力-流量关系。II. 多分支模型。

Distensibility and pressure-flow relationship of the pulmonary circulation. II. Multibranched model.

作者信息

Bshouty Z, Younes M

机构信息

Respiratory Investigation Unit, University of Manitoba, Winnipeg, Canada.

出版信息

J Appl Physiol (1985). 1990 Apr;68(4):1514-27. doi: 10.1152/jappl.1990.68.4.1514.

Abstract

The contribution of distensibility and recruitment to the distinctive behavior of the pulmonary circulation is not known. To examine this question we developed a multibranched model in which an arterial vascular bed bifurcates sequentially up to 8 parallel channels that converge and reunite at the venous side to end in the left atrium. Eight resistors representing the capillary bed separate the arterial and venous beds. The elastic behavior of capillaries and extra-alveolar vessels was modeled after Fung and Sobin (Circ. Res. 30: 451-490, 1972) and Smith and Mitzner (J. Appl. Physiol. 48: 450-467, 1980), respectively. Forces acting on each component are modified and calculated individually, thus enabling the user to explore the effects of parallel and longitudinal heterogeneities in applied forces (e.g., gravity, vasomotor tone). Model predictions indicate that the contribution of distensibility to nonlinearities in the pressure-flow (P-F) and atrial-pulmonary arterial pressure (Pla-Ppa) relationships is substantial, whereas gravity-related recruitment contributes very little to these relationships. In addition, Pla-Ppa relationships, obtained at a constant flow, have no discriminating ability in identifying the presence or absence of a waterfall along the circulation. The P-F relationship is routinely shifted in a parallel fashion, within the physiological flow range, whenever extra forces (e.g., lung volume, tone) are applied uniformly at one or more branching levels, regardless of whether a waterfall is created. For a given applied force, the magnitude of parallel shift varies with proportion of the circulation subjected to the added force and with Pla.

摘要

肺循环独特行为中扩张性和募集作用尚不清楚。为研究此问题,我们构建了一个多分支模型,其中动脉血管床依次分叉成多达8个平行通道,这些通道在静脉侧汇聚并重新合并,最终汇入左心房。代表毛细血管床的8个电阻器将动脉床和静脉床分隔开。毛细血管和肺泡外血管的弹性行为分别参照冯元桢和索宾(《循环研究》30: 451 - 490, 1972)以及史密斯和米茨纳(《应用生理学杂志》48: 450 - 467, 1980)的研究进行建模。作用于每个组件的力分别进行修正和计算,从而使使用者能够探究施加力(如重力、血管运动张力)的平行和纵向异质性的影响。模型预测表明,扩张性对压力 - 流量(P - F)和心房 - 肺动脉压力(Pla - Ppa)关系中的非线性贡献很大,而与重力相关的募集对这些关系的贡献很小。此外,在恒定流量下获得的Pla - Ppa关系在识别循环中是否存在瀑布现象方面没有鉴别能力。在生理流量范围内,只要在一个或多个分支水平上均匀施加额外的力(如肺容积、张力),无论是否形成瀑布现象,P - F关系通常会以平行方式发生偏移。对于给定的施加力,平行偏移的幅度随受到附加力作用的循环比例以及Pla而变化。

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