Influences of Flow Parameters on Pressure Drop in a Patient Specific Right Coronary Artery with Two Stenoses

Blood pressure loss along the coronary arterial length and the local magnitude of the spatial wall pressure gradient (WPG) are important factors for atherosclerosis initiation and intimal hyperplasia development. The pressure drop coefficient (CDP) is defined as the ratio of mean trans-stenotic pressure drop to proximal dynamic pressure. It is a unique non-dimensional flow resistance parameter useful in clinical practice for evaluating hemodynamic impact of coronary stenosis. It is expected that patients with the same stenosis severity may be at different risk level due to their blood pressure situations. The aim of this study is to numerically examine the dependence of CDP and WPG on flow rate and blood viscosity using a patient-specific atherosclerotic right coronary artery model with two stenoses. Our simulation results indicate that the coronary model with a lower flow rate yields a greater CDP across a stenosis, while the model with a higher flow rate yields a greater pressure drop and a greater WPG. Increased blood viscosity results in a greater CDP. Quantitatively, CDP for each stenosis appears to be a linear function of blood viscosity and a decreasing quadratic function of flow rate. Simulations with varying size and location of the distal stenosis show that the influence of the distal stenosis on the CDP across the proximal stenosis is insignificant. In a right coronary artery segment with two moderate stenoses of the same size, the distal stenosis causes a larger drop of CPD than the proximal stenosis does. A distal stenosis located in a further downstream position causes a larger drop in the CDP.

[1]  J. Chambers,et al.  Prediction of symptom-onset in aortic stenosis: a comparison of pressure drop/flow slope and haemodynamic measures at rest. , 2001, International journal of cardiology.

[2]  Liang Wang,et al.  Human coronary plaque wall thickness correlated positively with flow shear stress and negatively with plaque wall stress: an IVUS-based fluid-structure interaction multi-patient study , 2014, Biomedical engineering online.

[3]  Y. Cho,et al.  Physiological flow simulation in residual human stenoses after coronary angioplasty. , 2000, Journal of biomechanical engineering.

[4]  P. Serruys,et al.  Utilization of translesional hemodynamics: comparison of pressure and flow methods in stenosis assessment in patients with coronary artery disease. , 1996, Catheterization and cardiovascular diagnosis.

[5]  Dalin Tang,et al.  Correlations of coronary plaque wall thickness with wall pressure and wall pressure gradient: a representative case study , 2012, Biomedical engineering online.

[6]  R. Mates,et al.  Fluid Dynamics of Coronary Artery Stenosis , 1978, Circulation research.

[7]  R. T. Eppink,et al.  Pressure-induced mechanical stress in the carotid artery bifurcation: a possible correlation to atherosclerosis. , 1995, Journal of biomechanics.

[8]  Rupak K Banerjee,et al.  Hemodynamic diagnostics of epicardial coronary stenoses: in-vitro experimental and computational study , 2008, Biomedical engineering online.

[9]  Eun Bo Shim,et al.  Validation of functional state of coronary tandem lesions using computational flow dynamics. , 2012, The American journal of cardiology.

[10]  Michael C. McDaniel,et al.  Coronary Artery Wall Shear Stress Is Associated With Progression and Transformation of Atherosclerotic Plaque and Arterial Remodeling in Patients With Coronary Artery Disease , 2011, Circulation.

[11]  J. Koolen,et al.  Coronary Pressure Measurement to Assess the Hemodynamic Significance of Serial Stenoses Within One Coronary Artery: Validation in Humans , 2000, Circulation.

[12]  Zhao Qin,et al.  Influence of Multiple Stenoses on Echo-Doppler Functional Diagnosis of Peripheral Arterial Disease: A Numerical and Experimental Study , 2006, Annals of Biomedical Engineering.

[13]  D. Ku,et al.  Mechanical Factors in the Pathogenesis, Localization and Evolution of Atherosclerotic Plaques , 1989 .

[14]  Y. Cho,et al.  Effects of the non-Newtonian viscosity of blood on flows in a diseased arterial vessel. Part 1: Steady flows. , 1991, Biorheology.

[15]  Thong-See Lee,et al.  Numerical simulation of turbulent flow through series stenoses , 2003 .

[16]  Nico Westerhof,et al.  The diastolic flow-pressure gradient relation in coronary stenoses in humans. , 2002, Journal of the American College of Cardiology.

[17]  A. Sinha Roy,et al.  Guidewire flow obstruction effect on pressure drop-flow relationship in moderate coronary artery stenosis. , 2006, Journal of biomechanics.

[18]  Michael M. Resch,et al.  Pulsatile non-Newtonian blood flow simulation through a bifurcation with an aneurysm. , 1989, Biorheology.

[19]  P. Serruys,et al.  Intracoronary pressure and flow velocity with sensor-tip guidewires: a new methodologic approach for assessment of coronary hemodynamics before and after coronary interventions. , 1993, The American journal of cardiology.

[20]  Maria Siebes,et al.  Coronary pressure-flow relations as basis for the understanding of coronary physiology. , 2012, Journal of molecular and cellular cardiology.

[21]  M. Kern,et al.  Pulse transmission coefficient: a novel nonhyperemic parameter for assessing the physiological significance of coronary artery stenoses. , 2002, Journal of the American College of Cardiology.

[22]  N R Cholvin,et al.  Hemodynamics of arterial stenoses at elevated flow rates. , 1977, Circulation research.

[23]  B. De Bruyne,et al.  Experimental Basis of Determining Maximum Coronary, Myocardial, and Collateral Blood Flow by Pressure Measurements for Assessing Functional Stenosis Severity Before and After Percutaneous Transluminal Coronary Angioplasty , 1993, Circulation.

[24]  R. M. Nerem,et al.  An Experimental Study of the Fluid Dynamics of Multiple Noncritical Stenoses , 1977 .

[25]  S. Kaul,et al.  Decrease in Coronary Blood Flow Reserve During Hyperlipidemia Is Secondary to an Increase in Blood Viscosity , 2001, Circulation.

[26]  S. Bernad,et al.  Hemodynamic parameters measurements to assess severity of serial lesions in patient specific right coronary artery. , 2014, Bio-medical materials and engineering.

[27]  K. Gould,et al.  Pressure‐Flow Characteristics of Coronary Stenoses in Unsedated Dogs at Rest and during Coronary Vasodilation , 1978, Circulation research.

[28]  Gavin A. D’Souza,et al.  Diagnostic uncertainties during assessment of serial coronary stenoses: an in vitro study. , 2014, Journal of biomechanical engineering.

[29]  S. Bernad,et al.  Clinical Important Hemodynamic Characteristics For Serial Stenosed Coronary Artery , 2015 .

[30]  N R Cholvin,et al.  Pressure Drop across Artificially Induced Stenoses in the Femoral Arteries of Dogs , 1975, Circulation research.

[31]  R. Banerjee,et al.  Concurrent assessment of epicardial coronary artery stenosis and microvascular dysfunction using diagnostic endpoints derived from fundamental fluid dynamics principles. , 2009, The Journal of invasive cardiology.

[32]  Blood viscosity increases the degree of coronary stenosis in coronary heart disease , 2016 .

[33]  Jie Zheng,et al.  Influence of model boundary conditions on blood flow patterns in a patient specific stenotic right coronary artery , 2015, Biomedical engineering online.

[34]  G. Louridas,et al.  Haemodynamic factors and the important role of local low static pressure in coronary wall thickening. , 2002, International journal of cardiology.

[35]  G. Louridas,et al.  Wall pressure gradient in normal left coronary artery tree. , 2005, Medical engineering & physics.

[36]  J. Chambers,et al.  The relation between transaortic pressure difference and flow during dobutamine stress echocardiography in patients with aortic stenosis , 1999, Heart.

[37]  Max E Valentinuzzi,et al.  50 years a biomedical engineer remembering a long and fascinating journey , 2012, BioMedical Engineering OnLine.

[38]  Shewaferaw S Shibeshi,et al.  The Rheology of Blood Flow in a Branched Arterial System. , 2005, Applied rheology.

[39]  G. Hutchins,et al.  Correlation between intimal thickness and fluid shear in human arteries. , 1981, Atherosclerosis.