Wong M, Vijayaraghavan G, Bae J H, Shah P M
Am J Cardiol. 1985 Sep 1;56(7):465-9. doi: 10.1016/0002-9149(85)90887-2.
In a hand-driven, pulsatile in vitro model, the pressure-velocity relation across stenotic orifices was studied from simultaneous measurements recorded over a wide range of pressure and across different-sized orifices, individually and paired. Velocity spectra were recorded with continuous-wave Doppler ultrasound. In a rigid, noncompliant system, integrated instantaneous maximal velocities precisely register simultaneous integrated pressure gradients without measureable phase shift. Across stenotic orifices of 5 to 10 mm in diameter, the pressure-velocity relation is independent of orifice size for pressures extending from -30 to +240 mm Hg. The relation is quadratic and crosses 0. In this model, application of the simplified Bernoulli equation transforms the relation from curvilinear to linear with a bias toward the derived-pressure axis. In the presence of 2 different-sized orifices, the pressure-velocity relation remains constant, with a given pressure producing 2 identical velocities.
在一个手动驱动的搏动性体外模型中,通过在很宽的压力范围内对不同大小的单个和成对狭窄孔口进行同步测量,研究了跨狭窄孔口的压力 - 速度关系。用连续波多普勒超声记录速度谱。在一个刚性、非顺应性系统中,积分瞬时最大速度精确记录了同时存在的积分压力梯度,且无相移可测。对于直径为5至10毫米的狭窄孔口,在压力范围从 -30至 +240毫米汞柱时,压力 - 速度关系与孔口大小无关。该关系是二次函数且与0相交。在这个模型中,应用简化的伯努利方程可将该关系从曲线变为直线,且偏向于推导压力轴。在存在两个不同大小孔口的情况下,压力 - 速度关系保持不变,给定压力产生两个相同的速度。