Seitz W S, Hosenpud J D, Schutz R
Eur Heart J. 1984 Nov;5(11):932-40. doi: 10.1093/oxfordjournals.eurheartj.a061594.
We have studied an hydraulic orifice equation capable of quantifying the obstructive properties of mitral prostheses from data of a potentially less invasive nature than is required by conventional methods. The results indicate that effective prosthetic orifice area may be computed by the pressure independent equation A = 21SV/DFP2, where A is the effective prosthesis orifice area in cm2, SV is the stroke volume in ml and DFP is the diastolic filling period in s min-1. Areas computed with the pressure independent equation correlate with the results of the modified Gorlin formula (given in the appendix) at a level of r = 0.91 for a series of 17 cases within a range of effective valve areas of 0.50 cm2 to 1.60 cm2. These results suggest that simplified nontraumatic procedures may be developed to screen and follow patients with prosthetic valve implants.
我们研究了一种水力孔口方程,该方程能够根据比传统方法所需侵入性可能更小的数据来量化二尖瓣假体的阻塞特性。结果表明,有效假体孔口面积可通过与压力无关的方程A = 21SV/DFP2来计算,其中A是以平方厘米为单位的有效假体孔口面积,SV是以毫升为单位的每搏输出量,DFP是以秒/分钟为单位的舒张充盈期。对于一系列有效瓣膜面积在0.50平方厘米至1.60平方厘米范围内的17例病例,用与压力无关的方程计算出的面积与修正的戈林公式(附录中给出)的结果在r = 0.91的水平上相关。这些结果表明,可以开发简化的非创伤性程序来筛查和跟踪人工瓣膜植入患者。