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Calculation of wall shear stress in left coronary artery bifurcation for pulsatile flow using two-dimensional
Sahid Smith1, Shawn Austin, G Dale Wesson
1Department of Chemical Engineering & Biomedical Engineering, Florida A&M University, Tallahassee, FL 32310, USA.
Insights
Choosing the right blood viscosity model is crucial for accurate computational fluid dynamics (CFD) analysis of coronary artery blood flow and predicting heart disease risk. The generalized power law model is recommended for detailed hemodynamic studies.
Area of Science:
- Cardiovascular Science
- Biomedical Engineering
- Fluid Dynamics
Background:
- Coronary heart disease (CHD) development may be linked to hemodynamic forces within coronary arteries.
- Understanding blood flow dynamics is essential for investigating CHD.
- Hemodynamic shear stress is a key factor in arterial health.
Purpose of the Study:
- To numerically examine pulsatile blood flow in the left coronary artery system.
- To evaluate the impact of different blood viscosity models on computational fluid dynamics (CFD) simulations.
- To determine the most appropriate model for analyzing blood flow and wall shear stress in coronary arteries.
Main Methods:
- Utilized a triphasic waveform to simulate pulsatile blood flow.
- Employed five non-Newtonian models and one Newtonian model to characterize blood's shear-thinning behavior.
- Performed numerical simulations using computational fluid dynamics (CFD).
Main Results:
- Blood viscosity model selection significantly impacts CFD results for blood velocity profiles in small arteries.
- The generalized power law model is suggested as the preferred choice for simulating shear-thinning blood viscosity.
- For analyzing wall shear stress (WSS) patterns, the Newtonian model may suffice, but not for determining WSS magnitude.
Conclusions:
- Accurate CFD analysis of coronary artery blood flow requires careful selection of blood viscosity models.
- The generalized power law model is recommended for studies focusing on blood velocity profiles and WSS magnitude.
- Model choice is critical when investigating the role of WSS magnitude in coronary artery disease development.
Abstract:
The onset of coronary heart disease may be governed by distribution and magnitude of hemodynamic shear stress in the coronary arteries. This study numerically examines pulsatile blood flow through the left coronary artery system. A triphasic waveform is employed to simulate pulsating flow. Five non-Newtonian models, as well as the usual Newtonian model, are used to describe the viscous shear-thinning behavior of blood. It is concluded that when using computational fluid dynamics (CFD) to numerically investigate blood velocity profiles within small arteries, such the coronary artery system examined in this work, great care should be taken in choosing a blood viscosity model. It is suggested that the generalized power law model be the viscous shear thinning model of choice. When using CFD to investigate only patterns of wall shear stresses, the model selection is not as crucial and the simple Newtonian model will suffice but when the magnitude of WSS is of great importance, as in the case of the determining the development of coronary artery disease, the model selection is key.
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