4.5 Article

A framework for incorporating 3D hyperelastic vascular wall models in 1D blood flow simulations

期刊

BIOMECHANICS AND MODELING IN MECHANOBIOLOGY
卷 20, 期 4, 页码 1231-1249

出版社

SPRINGER HEIDELBERG
DOI: 10.1007/s10237-021-01437-5

关键词

Common carotid artery; Hyperelasticity; Tube law; Axial stretching; Pulse wave velocity; One-dimensional blood flow modelling

资金

  1. College of Engineering, Swansea University
  2. Health Data Research UK - UK Medical Research Council [MR/S004076/1]
  3. Engineering and Physical Sciences Research Council
  4. Economic and Social Research Council
  5. Department of Health and Social Care (England)
  6. Chief Scientist Office of the Scottish Government Health and Social Care Directorates
  7. Health and Social Care Research and Development Division (Welsh Government)
  8. Public Health Agency (Northern Ireland)
  9. British Heart Foundation
  10. Wellcome Trust
  11. Engineering and Physical Sciences Research Council of the UK [EP/P018912/1, EP/P018912/2, EP/R010811/1]
  12. EPSRC [EP/P018912/1, EP/P018912/2, EP/R010811/1] Funding Source: UKRI

向作者/读者索取更多资源

The study introduces a new framework for investigating the impact of vascular structure on arterial hemodynamics in the human common carotid artery. Geometrical factors were found to play a major role in influencing the blood flow dynamics of the vascular system, while different flow conditions and models did not significantly affect the hemodynamic variables.
We present a novel framework for investigating the role of vascular structure on arterial haemodynamics in large vessels, with a special focus on the human common carotid artery (CCA). The analysis is carried out by adopting a three-dimensional (3D) derived, fibre-reinforced, hyperelastic structural model, which is coupled with an axisymmetric, reduced order model describing blood flow. The vessel transmural pressure and lumen area are related via a Holzapfel-Ogden type of law, and the residual stresses along the thickness and length of the vessel are also accounted for. After a structural characterization of the adopted hyperelastic model, we investigate the link underlying the vascular wall response and blood-flow dynamics by comparing the proposed framework results against a popular tube law. The comparison shows that the behaviour of the model can be captured by the simpler linear surrogate only if a representative value of compliance is applied. Sobol's multi-variable sensitivity analysis is then carried out in order to identify the extent to which the structural parameters have an impact on the CCA haemodynamics. In this case, the local pulse wave velocity (PWV) is used as index for representing the arterial transmission capacity of blood pressure waveforms. The sensitivity analysis suggests that some geometrical factors, such as the stress-free inner radius and opening angle, play a major role on the system's haemodynamics. Subsequently, we quantified the differences in haemodynamic variables obtained from different virtual CCAs, tube laws and flow conditions. Although each artery presents a distinct vascular response, the differences obtained across different flow regimes are not significant. As expected, the linear tube law is unable to accurately capture all the haemodynamic features characterizing the current model. The findings from the sensitivity analysis are further confirmed by investigating the axial stretching effect on the CCA fluid dynamics. This factor does not seem to alter the pressure and flow waveforms. On the contrary, it is shown that, for an axially stretched vessel, the vascular wall exhibits an attenuation in absolute distension and an increase in circumferential stress, corroborating the findings of previous studies. This analysis shows that the new model offers a good balance between computational complexity and physics captured, making it an ideal framework for studies aiming to investigate the profound link between vascular mechanobiology and blood flow.

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