Hemodynamic effects of bifurcation and stenosis geometry on carotid arteries with different degrees of stenosis

<i>Objective.</i>Carotid artery stenosis (CAS) is a key factor in pathological conditions, such as thrombosis, which is closely linked to hemodynamic parameters. Existing research often focuses on analyzing the influence of geometric characteristics at the stenosis site, making it difficult to predict the effects of overall vascular geometry on hemodynamic parameters. The objective of this study is to comprehensively examine the influence of geometric morphology at different degrees of CAS and at bifurcation sites on hemodynamic parameters.<i>Approach.</i>A three-dimensional model is established using computed tomography angiography images, and eight geometric parameters of each patient are measured by MIMICS. Then, computational fluid dynamics is utilized to investigate 60 patients with varying degrees of stenosis (10%-95%). Time and grid tests are conducted to optimize settings, and results are validated through comparison with reference calculations. Subsequently, correlation analysis using SPSS is performed to examine the relationship between the eight geometric parameters and four hemodynamic parameters. In MATLAB, prediction models for the four hemodynamic parameters are developed using back propagation neural networks (BPNN) and multiple linear regression.<i>Main results.</i>The BPNN model significantly outperforms the multiple linear regression model, reducing mean absolute error, mean squared error, and root mean squared error by 91.7%, 93.9%, and 75.5%, respectively, and increasing<i>R</i><sup>2</sup>from 19.0% to 88.0%. This greatly improves fitting accuracy and reduces errors. This study elucidates the correlation and patterns of geometric parameters of vascular stenosis and bifurcation in evaluating hemodynamic parameters of CAS.<i>Significance.</i>This study opens up new avenues for improving the diagnosis, treatment, and clinical management strategies of CAS.

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Publication Details

Journal
Physiological Measurement
Published
2024-12-01
DOI
https://doi.org/10.1088/1361-6579/ad9c13
Citations
2
Primary Topic
Cardiovascular Health and Disease Prevention
Type
article
Field-Weighted Citation Impact
0.80
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article

Hemodynamic effects of bifurcation and stenosis geometry on carotid arteries with different degrees of stenosis

Yuxin Guo, Yixin Yao, Adrian Quan, Siyu Liu et al.
2 citations
Physiological Measurement
Cardiovascular Health and Disease Prevention
0.80
article

Hemodynamic effects of bifurcation and stenosis geometry on carotid arteries with different degrees of stenosis

Yuxin Guo, Yixin Yao, Adrian Quan, Siyu Liu, Jianbao Yang, Xuelian Zhang, Jiajia Xue, Jingxi Yang, Yang Zhang
article en
2 citations

Abstract

<i>Objective.</i>Carotid artery stenosis (CAS) is a key factor in pathological conditions, such as thrombosis, which is closely linked to hemodynamic parameters. Existing research often focuses on analyzing the influence of geometric characteristics at the stenosis site, making it difficult to predict the effects of overall vascular geometry on hemodynamic parameters. The objective of this study is to comprehensively examine the influence of geometric morphology at different degrees of CAS and at bifurcation sites on hemodynamic parameters.<i>Approach.</i>A three-dimensional model is established using computed tomography angiography images, and eight geometric parameters of each patient are measured by MIMICS. Then, computational fluid dynamics is utilized to investigate 60 patients with varying degrees of stenosis (10%-95%). Time and grid tests are conducted to optimize settings, and results are validated through comparison with reference calculations. Subsequently, correlation analysis using SPSS is performed to examine the relationship between the eight geometric parameters and four hemodynamic parameters. In MATLAB, prediction models for the four hemodynamic parameters are developed using back propagation neural networks (BPNN) and multiple linear regression.<i>Main results.</i>The BPNN model significantly outperforms the multiple linear regression model, reducing mean absolute error, mean squared error, and root mean squared error by 91.7%, 93.9%, and 75.5%, respectively, and increasing<i>R</i><sup>2</sup>from 19.0% to 88.0%. This greatly improves fitting accuracy and reduces errors. This study elucidates the correlation and patterns of geometric parameters of vascular stenosis and bifurcation in evaluating hemodynamic parameters of CAS.<i>Significance.</i>This study opens up new avenues for improving the diagnosis, treatment, and clinical management strategies of CAS.

Physiological MeasurementVol. 45(12)
Hubei University of Science and Technology (CN)
Openalex Percentile: Top 22%
Cardiovascular Health and Disease Prevention
0.80
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