Slaaf D W, Vrielink H H, Tangelder G J, Reneman R S
Department of Biophysics, University of Limburg, Maastricht, The Netherlands.
Am J Physiol. 1988 Nov;255(5 Pt 2):H1240-3. doi: 10.1152/ajpheart.1988.255.5.H1240.
The mean resistance of arterioles exhibiting rhythmic changes in diameter (vasomotion) depends on the mean vascular diameter and the amplitude and shape of the vasomotion pattern. The effective diameter, defined as the diameter of a tube with constant diameter and the same vascular resistance as the vessel showing vasomotion, was calculated using Poiseuille's law. The effective diameter was used to compare the results of model calculations of square wave, sinusoidal, and triangular vasomotion patterns with those obtained from rabbit tenuissimus muscle arterioles. Due to the variability of the actual vasomotion waveforms, approximation of the effective diameter using the mean diameter, the relative vasomotion amplitude, and an assumed waveform led to erroneous results. Therefore, effective diameter should be calculated directly from the actual arteriolar diameter tracings to take into account all irregularities in the vasomotion pattern.
表现出直径有节律变化(血管运动)的小动脉的平均阻力取决于平均血管直径以及血管运动模式的幅度和形状。有效直径定义为具有恒定直径且与显示血管运动的血管具有相同血管阻力的管道的直径,它是根据泊肃叶定律计算得出的。有效直径用于比较方波、正弦波和三角波血管运动模式的模型计算结果与从兔薄肌小动脉获得的结果。由于实际血管运动波形的变异性,使用平均直径、相对血管运动幅度和假定波形来近似有效直径会导致错误结果。因此,应直接根据实际小动脉直径描记图计算有效直径,以考虑血管运动模式中的所有不规则性。