Abstract

We demonstrate that it is possible to produce microparticles with high deformability while maintaining a high effective volume. For significant particle deformation, a particle must have a void region. The void fraction of the particle allows its deformation under shear stress. Owing to the importance of the void fraction in particle deformation, we defined an effective volume index (V*) that indicates the ratio of the particle’s total volume to the volumes of the void and material structures. We chose polyethylene glycol diacrylate (Mn ~ 700) for the fabrication of the microparticles and focused on the design of the particles rather than the intrinsic softness of the material (E). We fabricated microparticles with four distinct shapes: discotic, ring, horseshoe, and spiral, with various effective volume indexes. The microparticles were subjected to shear stress as they were pushed through a tapered microfluidic channel to measure their deformability. The deformation ratio R was introduced as R = 1−Wdeformed/Doriginal to compare the deformability of the microparticles. We measured the deformation ratio by increasing the applied pressure. The spiral-shaped microparticles showed a higher deformation ratio (0.901) than those of the other microparticles at the same effective volume index.

Highlights

  • Red blood cells (RBCs) move throughout the circulatory system, consisting of tiny capillary networks in some regions

  • The structural distortion was caused mainly by fluidic shear stress, created by in-plane confinement along the tapered channel. This distortion may differ from an RBC deformation in a 3D circular capillary since the deformation of the immersed structures is strongly dependent on the hydrodynamic stresses [24]

  • The deformation ratio R was introduced as R = 1−Wdeformed/Doriginal, where Doriginal is the diameter of the microparticle without any deformation and Wdeformed is the average of the width at the head and the tail of the microparticle (Wdeformed_head and Wdeformed_tail, respectively) to compare the deformability of each microparticle

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Summary

Introduction

Red blood cells (RBCs) move throughout the circulatory system, consisting of tiny capillary networks in some regions. The diameter of RBCs is larger than that of capillaries; erythrocytes must change their shape under the applied shear stress as they are pushed through such blood vessels. They can move through the narrow capillary network, releasing oxygen as they pass [3]. In this regard, the elastic deformability of RBC membranes has been examined using various methods, including rheoscopy [4], ektacytometry [5], and micropipetting [6], to evaluate their distortion inside a capillary model designed to characterize the sickle-cell disease [7]

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