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Flow Due to Slow Steady Rotation of a Porous Spherical Shell in a Visco-Elastic Fluid

机译:由于多孔球形壳体在粘弹性流体中的慢稳定旋转而导致的流动

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In this paper we obtain the flow due to slow steady rotation of a porous spherical shell of negligible thickness about an arbitrary diameter in a visco-elastic fluid characterized by the constitutive relation given by Rivilin (1955). The non linear basic equations characterizing the flow are solved by a method of successive approximation suggested by Collins (1955). The stream line pattern of the secondary motion has been identified, also the expressions for the couple and the drag on the shell has been obtained. The result obtained coincides with that of Pattabhi Ramacharyulu (1965) in absence of porosity.
机译:在本文中,我们获得了由于在粘弹性流体中宽且厚度可忽略的厚度的慢稳定旋转而导致的流动,其特征在于Rivilin(1955)的本构关系。表征流程的非线性基本方程通过Collins(1955)建议的连续近似的方法来解决。已经识别了二次运动的流线模式,也已经获得了对耦合的表达式和耦合的拖动。在没有孔隙率的情况下,得到的结果与Pattabhi Ramacharyulu(1965)一致。

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