Seitz W S, Lyngborg K
Cardiovasc Res. 1983 Dec;17(12):762-6. doi: 10.1093/cvr/17.12.762.
We have investigated the application of an hydraulic orifice equation for the computation of diastolic mitral valve area in conditions of regurgitation. The new equation is given by Af = 21 Vf/T2, where Af is the total forward flow mitral valve area in cm2, Vf is the diastolic filling volume in ml, T is the diastolic filling period and 21 is a discharge coefficient derived from clinical haemodynamic data. Areas computed by the new formula correlate with valve areas as computed by the Gorlin formula at a level given by r = 0.93, n = 27. The results suggest that the new formula may be utilised in the context of mitral insufficiency and further, considerating the nature of the haemodynamic variables involved, an echographic quantification of this condition by M-mode or bidimensional echocardiography may be possible.
我们研究了应用液压孔口方程来计算反流情况下的舒张期二尖瓣面积。新方程为Af = 21Vf/T2,其中Af是二尖瓣总前向血流面积,单位为cm2,Vf是舒张期充盈容积,单位为ml,T是舒张期充盈时间,21是从临床血流动力学数据得出的流量系数。用新公式计算的面积与用戈林公式计算的瓣膜面积相关,相关系数r = 0.93,样本量n = 27。结果表明,新公式可用于二尖瓣关闭不全的情况,此外,考虑到所涉及血流动力学变量的性质,通过M型或二维超声心动图对这种情况进行超声心动图定量分析可能是可行的。