Boundary layer velocity distribution of two special ferromagnetic fluid

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Poiseuille flow refers to the incompressible viscous laminar flow in a pipe with two fixed plate. Assuming the ferrofluid is flowing along the x axis direction, with external uniform magnetic field 0 B along y axis direction and external uniform electric field E o along z axis direction. The plat plates are fixed in the (x; z) plane and the width between the two plates is 2a. The velocity and magnetic induction of the ferrofluid are given as follows: V = (u( y),0,0) ,B=(B x(y) ,B o+B y(y),0). Suppose that p x is irrelevant to y and p y is irrelevant to x, let F a= a√σ/ η(B o B y), then, for poiseuille flow of ferromagnetic fluid we get its boundary layer velocity. Morever, Couette flow of ferromagnetic fluid is also investigated. © 2011 Published by Elsevier Ltd.




Li, M., Shi, H., & Zhu, L. (2012). Boundary layer velocity distribution of two special ferromagnetic fluid. In Procedia Engineering (Vol. 31, pp. 166–169).

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