Doctoral Dissertations
Keywords and Phrases
Curved Channel; Janus Particles; Paramagnetic/Ferromagnetic Particles; Particle Dynamics; Shear Flow; Uniform Magnetic Field
Abstract
"Magnetic manipulation of non-spherical magnetic microparticles is important for applications in shape-based and magnetic-based separations such as waste management, disease diagnostics, drug delivery, and mining. Manipulations of magnetic microparticles also include chain formation to assemble compositions for electronics, drug loading designs, and magnetorheological fluids for smart armor, hydraulic brakes, and dampers. In microfluidic devices, separation-formation-effectiveness depends on the shape of the channel, the shear rate, and the magnetic field strength and direction.
Particle separation and chain formation involved highly complex and computational expense-demanding studies in microfluidic devices, magnetic fields, and particle- particle/wall interactions. This research took complex experimental studies and created simple theoretical and numerical studies for the dynamics of magnetic particles. The first study analyzed the rotational dynamics of paramagnetic and ferromagnetic particles in a simple shear flow and under a uniform magnetic field, as well as a numerical application in a Couette flow. In the second study, further theoretical analyses were derived for a three-dimensional rotation of both magnetic types. A paramagnetic particle was placed in a curved channel and under a uniform magnetic field in the third study. Finally, a twodimensional investigation on the dynamics of two Janus particles under a uniform magnetic field and in a simple shear flow was the focus of the fourth study.
In this research, the theoretical and numerical applications addressed how various magnetic types and particle shapes reacted in different magnetic field strengths, in addition to its directions, and under simple shear as well as channel flows. Among the following studies, micro-sized ellipsoidal and Janus particles demonstrated their rotation and migration behavior in straight channels, curved channels, and shear flows. The following studies support current and future studies in biomedical and industrial applications"--Abstract, page iv.
Advisor(s)
Wang, Cheng
Zhang, Yanzhi
Committee Member(s)
Homan, Kelly
Isaac, Kakkattukuzhy M.
Chandrashekhara, K.
Department(s)
Mechanical and Aerospace Engineering
Degree Name
Ph. D. in Mechanical Engineering
Publisher
Missouri University of Science and Technology
Publication Date
Spring 2021
Journal article titles appearing in thesis/dissertation
- Dynamics of paramagnetic and ferromagnetic ellipsoidal particles in shear flow under a uniform magnetic field
- Three-dimensional rotation of paramagnetic and ferromagnetic prolate spheroids in simple shear and uniform magnetic field
- Numerical study of paramagnetic elliptical microparticles in curved channels and uniform magnetic fields
- Dynamics of a pair of paramagnetic Janus particles under a uniform magnetic field and simple shear flow
Pagination
xvi, 179 pages
Note about bibliography
Includes bibliographic references.
Rights
© 2021 Christopher Alan Sobecki, All rights reserved.
Document Type
Dissertation - Open Access
File Type
text
Language
English
Thesis Number
T 11854
Electronic OCLC #
1262050195
Recommended Citation
Sobecki, Christopher A., "Theoretical study of magnetic particles in a shear flow subjected to a uniform magnetic field" (2021). Doctoral Dissertations. 2985.
https://scholarsmine.mst.edu/doctoral_dissertations/2985
Included in
Aerodynamics and Fluid Mechanics Commons, Electromagnetics and Photonics Commons, Mechanical Engineering Commons
Comments
This dissertation was supported by the Department of Mechanical and Aerospace Engineering at S&T, Rolla, Missouri, the Chancellor’s Distinguished Fellowship (CDF), and the Koerner Family Foundation (KFF).
The authors acknowledge financial support from the Department of Mechanical and Aerospace Engineering, the Center for Biomedical Research at Missouri University of Science and Technology, and the Chancellor’s Distinguished Fellowship (to C.A.S.).