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MHD Three-Dimensional Flow by an Exponentially Stretching Surface with Convective Boundary Condition

机译:具有对流边界条件的指数拉伸表面的MHD三维流

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摘要

Magnetohydrodynamic (MHD) three-dimensional flow of an incompressible fluid induced by an exponentially stretching surface is investigated. Analysis is carried out when the surface exhibits convective condition. Mathematical formulation is completed by employing continuity, momentum, and energy equations. The governing nonlinear partial differential equations are reduced into the ordinary differential equations. Series solutions are constructed for the velocity components and temperature. Results are discussed by plotting graphs. A comparative study between the present solutions is made with the previous available results.
机译:研究了由指数拉伸表面引起的不可压缩流体的磁流体动力学(MHD)三维流动。当表面呈现对流状态时进行分析。通过采用连续性,动量和能量方程式可以完成数学公式。控制非线性偏微分方程被简化为常微分方程。针对速度分量和温度构造了串联解决方案。通过绘制图表讨论结果。在现有解决方案与现有解决方案之间进行了比较研究。

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