RBCFlowInRigidTube.m: Red blood cell motion and deformation inside of a rigid tube with varying cross-section.
- This code was developed for part of my dissertation to simulate red blood cell flow using boundary integral methods.
- This repository contains the code for the examples presented in Chapter 6 for simulating the red blood cell motion and deformation in a microcapillary with constriction.
Membrane shape | In-plane isotropic membrane tension |
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The fluid flow field inside and outside of the red blood cell |
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PostProcessingElasRBC_Short_Pr4_2_Time0_75s.mp4 |
Membrane shape | In-plane isotropic membrane tension |
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The fluid flow field inside and outside of the red blood cell |
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PostProcessingElasRBC_RefCons_6mic_Pr8.mp4 |
Membrane shape | In-plane isotropic membrane tension |
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The fluid flow field inside and outside of the red blood cell |
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PostProcessingElasRBC_LongConVes_Pr8.mp4 |
Membrane shape | In-plane isotropic membrane tension |
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The fluid flow field inside and outside of the red blood cell |
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PostProcessingMemVisRBC_Short_muMem10_Pr4_2_Time0_75.mp4 |
Membrane shape | In-plane isotropic membrane tension |
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The fluid flow field inside and outside of the red blood cell |
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PostProcessingMemVisRBC_RefCons_6mic_muMem_3_18_Pr8.mp4 |
Membrane shape | In-plane isotropic membrane tension |
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The fluid flow field inside and outside of the red blood cell |
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PostProcessingMemVisRBC_LongConVes_muMem_3_18_Pr40.mp4 |
@phdthesis{gurbuz2021Thesis,
title={Simulations of Red Blood Cell Flow by Boundary Integral Methods},
author={G\"urb\"uz, Ali},
year={2021},
school={State University of New York at Buffalo}
}
@software{RBCFlowInRigidTube_m,
author = {Ali G\"urb\"uz},
title = {RBCFlowInRigidTube.m},
month = Feb,
year = 2023,
publisher = {Zenodo},
version = {v1.0},
doi = {10.5281/zenodo.7668539},
url = {https://doi.org/10.5281/zenodo.7668539}
}