等体积弛豫的相平面分析

S. Kovacs, A. Hall
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引用次数: 0

摘要

传统的循环左室(LV)压力轮廓分析仅利用了其总信息量的一小部分。为了优化LV函数的定量,需要从轮廓中提取最大的信息。为了实现这一点,我们利用相平面分析来表征等体积弛豫的时间常数/spl tau/。压力随时间的指数衰减在相平面上呈线性关系(dP/dt vs. P),循环低压压力在相平面上产生一个极限环,分析了其等体积弛豫部分来解释压力衰减过程。在19名受试者中,有4人的等体积压力下降不能用标准指数衰减假设准确拟合。因此,相平面分析提供了有关等体积弛豫的新信息。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Phase plane analysis of isovolumic relaxation
Traditional analysis of the cyclic left ventricular (LV) pressure contour utilizes only a small amount of its total information content. For optimal quantitation of LV function maximal information extraction from the contour is desirable. To achieve this, we utilized phase plane analysis to characterize /spl tau/, the time constant of isovolumic relaxation. Exponential pressure decay in time appears as a linear relation in the phase plane (dP/dt vs. P). The cyclic LV pressure generates a limit cycle in the phase plane, whose isovolumic relaxation portion was analyzed to elucidate the pressure decay process. In 4 of 19 subjects isovolumic pressure decline could not be accurately fit using the standard exponential decay assumption. Hence, phase plane analysis provides new information about isovolumic relaxation.
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