Geometric Deformation of Red Cells in the Presence of a Magnetic Field

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KADIVAR E.; ALIZADEH A.

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Paper Information

Journal: FLUID MECHANICS AND AERODYNAMICS JOURNAL Year:2018 | Volume:7 | Issue:1 Page(s): 65-72

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Information Journal Paper

Title

Geometric Deformation of Red Cells in the Presence of a Magnetic Field

Author(s)

KADIVAR E. | ALIZADEH A. | Issue Writer Certificate

Keywords

Red CellsQ1

MicrofluidicQ1

Boundary Element Method WordsQ2

Abstract

In this study, we numerically and theoretically investigated the effect of magnetic field on shape of Red Cells. The two phase model was used for the dynamics of Red Cells. We considered Red Cells as deformable drops flowing through a flat Microfluidic channel. We employed boundary element method (BEM) to numerically solve the two-dimensional Darcy equation by applying magnetic normal stress as a boundary condition at the interface of Red Cells and blood plasma. Our numerical and theoretical results indicate that Red Cells elongate in direction of magnetic fields. The final stable shape is a result of the balance between the surface energy and the magnetic energy of the drop. Our numerical and theoretical results are in good agreements with the experimental results.

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APA: Copy

KADIVAR, E., & ALIZADEH, A.. (2018). Geometric Deformation of Red Cells in the Presence of a Magnetic Field. FLUID MECHANICS AND AERODYNAMICS JOURNAL, 7(1 ), 65-72. SID. https://sid.ir/paper/245570/en

Vancouver: Copy

KADIVAR E., ALIZADEH A.. Geometric Deformation of Red Cells in the Presence of a Magnetic Field. FLUID MECHANICS AND AERODYNAMICS JOURNAL[Internet]. 2018;7(1 ):65-72. Available from: https://sid.ir/paper/245570/en

IEEE: Copy

E. KADIVAR, and A. ALIZADEH, “Geometric Deformation of Red Cells in the Presence of a Magnetic Field,” FLUID MECHANICS AND AERODYNAMICS JOURNAL, vol. 7, no. 1 , pp. 65–72, 2018, [Online]. Available: https://sid.ir/paper/245570/en

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