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狭窄后血流速度变化是狭窄几何形状的函数。

Poststenotic flow velocity changes as a function of stenosis geometry.

作者信息

Lynch T G, Araki C T, DeGroote R D, Psyhojos T J, Pawel H E, Hobson R W

出版信息

Arch Surg. 1987 Mar;122(3):358-63. doi: 10.1001/archsurg.1987.01400150112022.

Abstract

We used an in vitro pulsatile flow model to examine the velocity profile distal to a variable nonaxisymmetric stenosis. Using a continuous-wave Doppler velocimeter, the peak systolic frequency was determined distal to the stenosis and in planes parallel and perpendicular to the long axis of the stenosis. In both planes, an exponential regression best describes the relationship between peak systolic frequency and reduction in cross-sectional area. Regressions at each point of insonation diverged as a direct function of reduction in cross-sectional area and as an indirect function of distance from the stenosis. At each point of insonation, regressions representing the relationship in the mutually perpendicular planes diverged in direct proportion to reduction in cross-sectional area. Slopes were greater in parallel planes of insonation. These data demonstrate that two variables, distance and geometry, may influence the results of spectral analytic studies.

摘要

我们使用体外脉动流模型来研究可变非轴对称狭窄远端的速度分布。使用连续波多普勒测速仪,在狭窄远端以及与狭窄长轴平行和垂直的平面中确定收缩期峰值频率。在这两个平面中,指数回归最能描述收缩期峰值频率与横截面积减小之间的关系。每个声点处的回归随着横截面积减小的直接函数以及与狭窄距离的间接函数而发散。在每个声点处,代表相互垂直平面中关系的回归与横截面积减小成正比地发散。平行声平面中的斜率更大。这些数据表明,距离和几何形状这两个变量可能会影响频谱分析研究的结果。

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