Rheological Analysis of Blood Flow in the Bifurcation of Carotid Artery with OpenFOAM

Carvalho, Marcus V.; Lobosco, Raquel Jahara; Júnior, Guilherme Barbosa Lopes

doi:10.1007/978-3-030-16053-1_21

Cited by 2 publications

(1 citation statement)

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“…Newtonian µ = 0.00345 Pa.s [20] Power-law K = 0.009267, n = 0.828 [21] Casson m = 0.0031 Pa.s , τ c = 0.0090 Pa [22] Carreau…”

Section: Model Parametersmentioning

confidence: 99%

Influence of Blood Rheology and Turbulence Models in the Numerical Simulation of Aneurysms

Brambila-Solórzano,

Méndez-Lavielle,

Naude

et al. 2023

Preprint

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An aneurysm is a vascular malformation, it can be classified according to its location (cerebral, aortic); and according its shape (saccular, fusiform, and mycotic). The study of blood flow interaction with the aneurysms has gained attention from physicists an engineers in recent years. Shear stresses, oscillatory shear index (OSI), gradient oscillatory number (GON), and residence time had been used as potential variables to describe the hemodynamics as well as the origin and evolution of aneurysm. However, the causes of aneurysms and the hemodynamics conditions that promote the growth of these structures are still under debate. The present work presents numerical simulation on three aneurysms: 2 aortic and 1 cerebral. The results shows that the blood rheology is not relevant for aortic aneurysms, however, for cerebral aneurysm could play a relevant role in the hemodynamics. The turbulence models evaluated show equivalent results in both cases. Lastly, a simulation considering the fluid-structure interaction (FSI) shows that this phenomenon is the dominant factor for aneurysms simulation.

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“…Newtonian µ = 0.00345 Pa.s [20] Power-law K = 0.009267, n = 0.828 [21] Casson m = 0.0031 Pa.s , τ c = 0.0090 Pa [22] Carreau…”

Section: Model Parametersmentioning

confidence: 99%