Taylor-Couette flow of ferrofluid: Spin field and spin boundary condition effects

Arup Mukherjee; William Childress; Philip Yecko

doi:10.1016/j.phpro.2010.11.036

Taylor-Couette flow of ferrofluid: Spin field and spin boundary condition effects

Arup Mukherjee, William Childress, Philip Yecko

Mathematics

Research output: Contribution to journal › Article › peer-review

2 Scopus citations

Abstract

We solve for the steady flow solutions of a ferrofluid between concentric cylinders (the Taylor-Couette problem) and consider the effects of the spin field and the spin boundary conditions on the flow. In particular, our model includes the full spin equations. We analyze families of solutions for a range of realistic flow parameters and radial magnetic fields. Particular attention is paid to regimes in which different spin boundary conditions lead to significantly different flow profiles.

Original language	English
Pages (from-to)	156-161
Number of pages	6
Journal	Physics Procedia
Volume	9
DOIs	https://doi.org/10.1016/j.phpro.2010.11.036
State	Published - 1 Jan 2010

Keywords

Magnetic fluid
Spin
Steady shear
Taylor-Couette

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abstract = "We solve for the steady flow solutions of a ferrofluid between concentric cylinders (the Taylor-Couette problem) and consider the effects of the spin field and the spin boundary conditions on the flow. In particular, our model includes the full spin equations. We analyze families of solutions for a range of realistic flow parameters and radial magnetic fields. Particular attention is paid to regimes in which different spin boundary conditions lead to significantly different flow profiles.",

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AU - Childress, William

AU - Yecko, Philip

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N2 - We solve for the steady flow solutions of a ferrofluid between concentric cylinders (the Taylor-Couette problem) and consider the effects of the spin field and the spin boundary conditions on the flow. In particular, our model includes the full spin equations. We analyze families of solutions for a range of realistic flow parameters and radial magnetic fields. Particular attention is paid to regimes in which different spin boundary conditions lead to significantly different flow profiles.

AB - We solve for the steady flow solutions of a ferrofluid between concentric cylinders (the Taylor-Couette problem) and consider the effects of the spin field and the spin boundary conditions on the flow. In particular, our model includes the full spin equations. We analyze families of solutions for a range of realistic flow parameters and radial magnetic fields. Particular attention is paid to regimes in which different spin boundary conditions lead to significantly different flow profiles.

KW - Magnetic fluid

KW - Spin

KW - Steady shear

KW - Taylor-Couette

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EP - 161

JO - Physics Procedia

JF - Physics Procedia

SN - 1875-3884

ER -

Taylor-Couette flow of ferrofluid: Spin field and spin boundary condition effects

Abstract

Keywords

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