Mohammadi Hossein, Cartier Raymond, Mongrain Rosaire
Mechanical Engineering Department, McGill University, Montreal, QC, H3A 0C3, Canada.
Med Biol Eng Comput. 2015 Mar;53(3):241-51. doi: 10.1007/s11517-014-1228-9. Epub 2014 Nov 28.
Aging and some pathologies such as arterial hypertension, diabetes, hyperglycemia, and hyperinsulinemia cause some geometrical and mechanical changes in the aortic valve microstructure which contribute to the development of aortic stenosis (AS). Because of the high rate of mortality and morbidity, assessing the impact and progression of this disease is essential. Systolic transvalvular pressure gradient (TPG) and the effective orifice area are commonly used to grade the severity of valvular dysfunction. In this study, a theoretical model of the transient viscous blood flow across the AS is derived by taking into account the aorta compliance. The derived relation of the new TPG is expressed in terms of clinically available surrogate variables (anatomical and hemodynamic data). The proposed relation includes empirical constants which need to be empirically determined. We used a numerical model including an anatomically 3D geometrical model of the aortic root including the sinuses of Valsalva for their identification. The relation was evaluated using clinical values of pressure drops for cases for which the modified Gorlin equation is problematic (low flow, low gradient AS).
衰老以及某些病症,如动脉高血压、糖尿病、高血糖和高胰岛素血症,会导致主动脉瓣微观结构发生一些几何和力学变化,这些变化会促使主动脉瓣狭窄(AS)的发展。鉴于其高死亡率和发病率,评估这种疾病的影响和进展至关重要。收缩期跨瓣压差(TPG)和有效瓣口面积通常用于对瓣膜功能障碍的严重程度进行分级。在本研究中,通过考虑主动脉顺应性,推导了一个跨主动脉瓣狭窄的瞬态粘性血流理论模型。新的TPG的推导关系是根据临床上可用的替代变量(解剖学和血流动力学数据)来表示的。所提出的关系包含需要通过实验确定的经验常数。我们使用了一个数值模型,该模型包括一个包含主动脉根部解剖学三维几何模型(包括瓦尔萨尔瓦窦)以进行这些常数的识别。对于改良戈林方程存在问题的情况(低流量、低梯度主动脉瓣狭窄),使用压降的临床值对该关系进行了评估。