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Interaction between Gregg's phenomenon and coronary flow control: a model study.

机译:Gregg现象与冠状动脉流量控制之间的相互作用:模型研究。

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摘要

Coronary perfusion pressure, Pp, affects coronary arterial resistance, Ra, (autoregulation) as well as myocardial oxygen consumption, MVO2 (Gregg's phenomenon). The interaction between the effects of Pp and MVO2 on coronary flow control was investigated using a coronary flow control model. Model analysis predicts that response of the pressure-flow ratio, p/q(t), following a change in Pp depends on the sensitivity of Ra to a change in tissue oxygen concentration (tone sensitivity) and on the sensitivity of MVO2 to a change in capillary pressure (Gregg's sensitivity). At high tone sensitivity Gregg's effect is small, whereas at high Gregg's sensitivity autoregulation is attenuated. In experiments glibenclamide decelerated the p/q(t) in response to a pressure step by a factor of four. However, the proposed model demonstrates that this is compatible with a reduction in rate of change of Ra by a factor of ten. This is due to the interaction of negative and positive feedback gains in the model. Model analysis demonstrates that autoregulation and Gregg's phenomenon compete with each other in controlling coronary flow.
机译:冠状动脉灌注压Pp影响冠状动脉阻力Ra(自动调节)以及心肌耗氧量MVO2(格雷格现象)。使用冠状动脉流量控制模型研究了Pp和MVO2对冠状动脉流量控制的相互作用。模型分析预测,Pp改变后压力-流量比p / q(t)的响应取决于Ra对组织氧浓度变化的敏感性(音调敏感性)以及MVO2对变化的敏感性毛细血管压力(格雷格的敏感性)。在高音频灵敏度下,格雷格的影响很小,而在高灵敏度下,自动调节会减弱。在实验中,格列本脲响应压力阶跃使p / q(t)降低了四倍。但是,所提出的模型表明,这与将Ra的变化率降低10倍兼容。这是由于模型中负反馈和正反馈增益之间存在相互作用。模型分析表明,自动调节和格雷格现象在控制冠状动脉血流方面相互竞争。

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