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Drag on an axisymmetric body performing rectilinear oscillations in a micropolar fluid

机译:拖曳在轴对称物体上,在微极性流体中执行直线振荡

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摘要

In this paper, a general formula for the drag experienced by an axisymmetric body oscillating rectilinearly along its axis of symmetry in an incompressible micropolar fluid which is otherwise at rest is derived. The oscillatory flow of an incompressible micropolar fluid arising from the harmonic oscillations of an approximate sphere along its axis of symmetry is also considered. Assuming that the oscillation amplitude is small, the velocity components are obtained in terms of Bessel functions and Gegenbauer's functions. The drag experienced by the body is evaluated by using the formula derived and its variation is studied with respect to micropolarity parameter, frequency parameter and geometric parameter. The oscillatory flow generated by the sphere and spheroid are obtained as special cases.
机译:在本文中,推导了轴对称体在不可压缩的微极性流体中沿其对称轴直线振动的阻力的一般公式,否则该流体处于静止状态。还考虑了由于近似球体沿其对称轴的谐波振荡而引起的不可压缩微极性流体的振荡流。假设振荡幅度小,则根据贝塞尔函数和盖根鲍尔函数获得速度分量。使用推导的公式评估身体承受的阻力,并研究其在微极性参数,频率参数和几何参数方面的变化。作为特殊情况,获得了由球体和球体产生的振荡流。

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