Blood Flow in a Coronary Bifurcation, Paper Numerical Validation, ANSYS Fluent

Price: $96

In this project, The effects of non-Newtonian blood, compliant walls, and different bifurcation angles on hemodynamic flow characteristics were evaluated, and the results of this simulation have been investigated.

Audio: English
Subtitles: English, Spanish, Arabic, Turkish, French, Portuguese
Intermediate
1 Lesson
47m 38s
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  • Biomedical & Healthcare

    Blood Flow in a Coronary Bifurcation, Paper Numerical Validation, ANSYS Fluent

    Price: $96

    In this project, The effects of non-Newtonian blood, compliant walls, and different bifurcation angles on hemodynamic flow characteristics were evaluated, and the results of this simulation have been investigated.

    Audio: English
    Subtitles: English, Spanish, Arabic, Turkish, French, Portuguese
    Intermediate
    1 Lesson
    47m 38s

    Blood Flow in a Coronary Bifurcation Introduction

    The paper "Numerical investigation of blood flow in a deformable coronary bifurcation and non-planar branch" numerically investigates the pulsatile flow of blood in a coronary bifurcation with a non-planar branch. The wall is assumed to be compliant to create a more realistic analysis.

    Identification and assessment of hemodynamic characteristics and other flow properties impact the behavior and prevention of cardiovascular diseases. Stenosis is highly dependent on the local hemodynamic characteristics of blood flow. Since coronary artery diseases are associated with a high mortality and morbidity rate, the hemodynamic characteristics of blood flow demand more attention.

    For this purpose, The effects of wall compliance and non-Newtonian rheology of blood on flow characteristics have been simulated using Ansys Fluent software.

    Blood Flow in a Deformable Coronary Bifurcation Description

    The effects of non-Newtonian blood, compliant walls, and different bifurcation angles on hemodynamic flow characteristics were evaluated. Shear-thinning of blood was simulated with the Carreau-Yasuda model. The current research was mainly focused on the flow characteristics in bifurcations since atherosclerosis occurs mainly in bifurcations. Moreover, as the areas with low shear stresses are prone to stenosis, these areas were identified.

    The pulsative velocity of blood at the inlet face is presented in the following figure, while the suitable equation of motion is derivate using MATLAB software and applied in the Fluent by an appropriate UDF.

    Blood Flow

    Geometry & Mesh

    Firstly, The geometry of the solution is designed using Gambit software.

    Blood Flow

    For meshing, the following factors are used:

    Start size = 0.25

    Growth rate = 1.25

    Max. size = 0.5

    The number of the elements is precisely 397388:

    Blood Flow

    Blood Flow in a Deformable Coronary Bifurcation CFD Simulation

    We consider several assumptions to simulate the present model:

    • We perform a pressure-based solver.
    • The energy equation is off.
    • The present model is unsteady.
    • The effect of gravity is considered.

    The following table represents a summary of the defining steps of the problem and its solution:

    Material Properties
    NameBlood
    density1050
    viscosityCarreau model
    Boundary Condition
    TypeAmount (units)
    Outlet
    Outlet1gauge pressure = 0 pa
    Outlet2gauge pressure = 0 pa
    wall
    Vessel-wallNo-slip
    Velocity-Inlet
    inletUDF inlet velocity
    Models
    Energy   off
    Turbulence models
     viscous modellaminar
    Dynamic Mesh
    Mesh Methods   Smoothing
    MethodLinearly Elastic Solid
    Vessel WallDeforming
    Solution methods
    SIMPLEpressure velocity coupling
    Second-order upwindpressurespatial discretization
    Second-order upwindmomentum
    Initialization
    Hybrid initializationinitialization method
    Run calculation
    Number of Time Steps35
    Time Step Size0.01
    Max Iterations200

    Results & Discussion

    To validate the present numerical simulation results, the diagram in Figure 6 of the article has been used. This diagram shows the wall shear of the walls of Coronary. The X-direction of the diagram shows the distance from the bifurcation. Boundaries of the model. The amount of presented wall shear stress was obtained along Line 3, found in Figure 1 of the article.

    A comparison of the results of the current numerical simulation with the results of the numerical work of the article is shown in the image album.