Swe Soe Ye
National University of Singapore
5 Papers
26 Citations
Swe Soe Ye is an academic researcher from National University of Singapore. The author has contributed to research in topics: Simple shear & Blood flow. The author has an hindex of 4, co-authored 5 publications.
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Papers
Two-dimensional strain-hardening membrane model for large deformation behavior of multiple red blood cells in high shear conditions
TL;DR: The ability of the 2D-LD model to limit RBC strain even at high shear rates enables this proposed model to be employed in practical simulations of highShear rate microfluidic flows such as blood separation channels.
Recovery of Cell-Free Layer and Wall Shear Stress Profile Symmetry Downstream of an Arteriolar Bifurcation
TL;DR: Higher flow rates caused larger reductions in the flow symmetry indices in the MB and subsequently required longer vessel lengths for complete recovery and the persistence of the asymmetry downstream may increase effective blood viscosity which is especially significant at higher physiological flow rates.
9
Computational Simulation of NO/O2 Transport in Arterioles: Role of Cell-Free Layer
Seungkwan Cho,Swe Soe Ye,Hwa Liang Leo,Sangho Kim +3 more
- 01 Jan 2014
TL;DR: This chapter will provide a historical review of the computational models employed for NO and O2 transport in arterioles, and discuss about the new developments for numerical models that study gas transport in detail.
4
Effect of deformability difference between two erythrocytes on their aggregation.
TL;DR: The results showed that deformability difference between the two RBCs could significantly reduce their aggregating tendency under a shear condition of 50 s(-1), resulting in disaggregation.
A review of numerical methods for red blood cell flow simulation
Meongkeun Ju,Swe Soe Ye,Bumseok Namgung,Seungkwan Cho,Hong Tong Low,Hwa Liang Leo,Sangho Kim +6 more
TL;DR: An overview of the simulation techniques employed for modelling the flow of red blood cells (RBCs) in blood plasma is provided and topics such as modelling fluid–structure interaction with the immersed boundary method and boundary integral method are discussed.