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正常血压大鼠和自发性高血压大鼠提睾肌中的毛细血管压力梯度

Capillary pressure gradients in cremaster muscle of normotensive and spontaneously hypertensive rats.

作者信息

Chen I I, Prewitt R L

出版信息

Microvasc Res. 1983 Mar;25(2):145-55. doi: 10.1016/0026-2862(83)90011-0.

Abstract

The purpose of this investigation is to test the hypothesis that capillary pressure gradients are elevated in spontaneously hypertensive rats (SHR) and to determine the mechanism for the elevation. The cremaster muscle was prepared for microscopic examination under chloralose-urethane anesthesia in seven SHR and eight Wistar-Kyoto (WKY) rats 4-6 weeks of age. Capillary hematocrit, diameter, and red cell velocity were measured. Capillary flow induced by a time-varying pressure gradient was treated mathematically. A finite Hankel transformation was applied to the Navier-Stokes equation for capillary vessels. The solution was expressed as a Fourier-Bessel series, and the fluctuation of capillary flow induced by a time-varying pressure gradient was studied. It was shown that if the velocity fluctuation depended only on the pressure gradient, then the velocity fluctuation would be diminished almost instantly after the capillary started to flow. Capillary pressure gradient and shear stress were evaluated according to two different flow models, Newtonian and Casson. The capillary viscosity was obtained from the capillary hematocrit based on the empirical correlation of viscosity vs hematocrit. Calculations based on both flow models indicate that the capillary pressure gradient and shear stress of SHR is higher than in WKY, especially in vessels near 6 microns in diameter. The elevated pressure gradient is due to a combination of reduced capillary density, causing a higher red cell velocity and a tendency toward smaller capillary diameters in the SHR. Capillary hematocrit and viscosity were not elevated in the SHR.

摘要

本研究的目的是检验自发性高血压大鼠(SHR)的毛细血管压力梯度升高这一假说,并确定其升高的机制。在氯醛糖-乌拉坦麻醉下,对7只4-6周龄的SHR和8只Wistar-Kyoto(WKY)大鼠的提睾肌进行了显微镜检查准备。测量了毛细血管血细胞比容、直径和红细胞速度。对随时间变化的压力梯度诱导的毛细血管血流进行了数学处理。将有限汉克尔变换应用于毛细血管的纳维-斯托克斯方程。解以傅里叶-贝塞尔级数表示,并研究了随时间变化的压力梯度诱导的毛细血管血流波动。结果表明,如果速度波动仅取决于压力梯度,那么在毛细血管开始流动后,速度波动几乎会立即减小。根据牛顿和卡森两种不同的流动模型评估了毛细血管压力梯度和剪切应力。基于血细胞比容与粘度的经验相关性,从毛细血管血细胞比容中获得毛细血管粘度。基于两种流动模型的计算表明,SHR的毛细血管压力梯度和剪切应力高于WKY,尤其是在直径接近6微米的血管中。压力梯度升高是由于毛细血管密度降低,导致SHR中红细胞速度更高且毛细血管直径有变小的趋势。SHR的毛细血管血细胞比容和粘度并未升高。

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