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Hodographic study of non-Newtonian MHD aligned steady plane fluid flows

机译:非牛顿MHD对准的稳定平面流体流动的Hodographic研究

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摘要

A study is made of non-Newtonian HHD aligned steady plane fluid flows to find exact solutions for various flow configurations. The equations of motion have been transformed to the hodograph plane. A Legendre-transform function is used to recast the equations in the hodograph plane in terms of this transform function. Solutions for various flow configurations are obtained. Applications are investigated for the fluids of finite and infinite electrical conductivity bringing out the similarities and contrasts in the solutions of these types of fluids.
机译:对非牛顿HHD对准的稳态平面流体流进行了研究,以找到针对各种流动配置的精确解决方案。运动方程已转换为全息图平面。勒让德(Legendre)变换函数用于根据该变换函数在全息图平面中重塑方程式。获得了各种流量配置的解决方案。研究了具有有限电导率和无限电导率的流体的应用,它们在这些类型的流体的解决方案中产生了相似性和反差。

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