Pries Axel R, Reglin Bettina, Secomb Timothy W
Department of Physiology, Charité-Universitätsmedizin Berlin, Campus Benjamin Franklin, Berlin, Germany.
Hypertension. 2005 Oct;46(4):725-31. doi: 10.1161/01.HYP.0000184428.16429.be. Epub 2005 Sep 19.
Vascular functions, including tissue perfusion and peripheral resistance, reflect continuous structural adaptation (remodeling) of blood vessels in response to several stimuli. Here, a theoretical model is presented that relates the structural and functional properties of microvascular networks to the adaptive responses of individual segments to hemodynamic and metabolic stimuli. All vessels are assumed to respond, according to a common set of adaptation rules, to changes in wall shear stress, circumferential wall stress, and tissue metabolic status (indicated by partial pressure of oxygen). An increase in vessel diameter with increasing wall shear stress and an increase in wall mass with increased circumferential stress are needed to ensure stable vascular adaptation. The model allows quantitative predictions of the effects of changes in systemic hemodynamic conditions or local adaptation characteristics on vessel structure and on peripheral resistance. Predicted effects of driving pressure on the ratio of wall thickness to vessel diameter are consistent with experimental observations. In addition, peripheral resistance increases by approximately 65% for an increase in driving pressure from 50 to 150 mm Hg. Peripheral resistance is predicted to be markedly increased in response to a decrease in vascular sensitivity to wall shear stress, and to be decreased in response to increased tissue metabolic demand. This theoretical approach provides a framework for integrating available information on structural remodeling in the vascular system and predicting responses to changing conditions or altered vascular reactivity, as may occur in hypertension.
血管功能,包括组织灌注和外周阻力,反映了血管对多种刺激作出反应时持续的结构适应性(重塑)。本文提出了一个理论模型,该模型将微血管网络的结构和功能特性与各个血管段对血流动力学和代谢刺激的适应性反应联系起来。假定所有血管都根据一套共同的适应规则,对壁面切应力、周向壁应力和组织代谢状态(用氧分压表示)的变化作出反应。为确保血管适应稳定,随着壁面切应力增加,血管直径需增大;随着周向应力增加,血管壁质量需增加。该模型能够对全身血流动力学条件变化或局部适应特性变化对血管结构和外周阻力的影响进行定量预测。驱动压力对壁厚与血管直径比值的预测影响与实验观察结果一致。此外,驱动压力从50毫米汞柱增加到150毫米汞柱时,外周阻力大约增加65%。预计血管对壁面切应力的敏感性降低时,外周阻力会显著增加;而组织代谢需求增加时,外周阻力会降低。这种理论方法为整合血管系统结构重塑的现有信息以及预测对变化条件或改变的血管反应性(如高血压中可能出现的情况)的反应提供了一个框架。