物理
磁流体
磁场
凝聚态物理
涡流
粘度
涡度
旋转(数学)
角速度
旋转磁场
经典力学
机械
领域(数学)
旋转粘度
热力学
量子力学
液晶
几何学
数学
纯数学
作者
M. I. Shliomis,Konstantin I. Morozov
出处
期刊:Physics of Fluids
[American Institute of Physics]
日期:1994-08-01
卷期号:6 (8): 2855-2861
被引量:184
摘要
A stationary magnetic field induces an increase in the ferrofluid viscosity. An additional resistance to the flow occurs due to the field oriented magnetic particles impeded by free rotation in a vortex flow. It is shown that in an alternating, linearly polarized magnetic field the additional viscosity is positive at low frequencies of the field and negative at high frequencies. The point is that an alternating field induces rotatory oscillations of the particles, but does not single out any direction of their rotation. One can say that half of the particles rotate clockwise and the other half counterclockwise. Hence, the macroscopic angular velocity of the particles equals zero. However, this corresponds only to fluid at rest. Any shear (i.e., any vorticity) is sufficient to break down the degeneracy of the direction of rotation, which results in the nonzero angular velocity of the particles. The occurring ‘‘spin up’’ of the flow by the rotating particles leads to the decrease of the effective viscosity, which means the additional viscosity appears to be negative.
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