论文标题
二维热电MHD流动的精确溶液，并在带有两个瞬时无限热吸入线的垂直板上稳态传热
Exact solutions for a two-dimensional thermoelectric MHD flow with steady-state heat transfer on a vertical plate with two instantaneous infinite hot suction lines
论文作者
论文摘要
在目前的工作中，介绍了在无限垂直的部分热的多孔板上的二维无稳态磁动力学缓慢流动的数学描述。 Laplace-Fourier Transform技术用于简化字段方程。对于稳态传热假设，分析温度和流函数的精确表达式是在具有两个无限瞬时热吸入线的壁上的TEMHD流量的。获得的结果以图形方式显示。
In the present work, the mathematical description of a two-dimensional unsteady magneto-hydrodynamics slow flow with thermoelectric properties (TEMHD) on an infinite vertical partially hot porous plate is presented. The Laplace-Fourier transform technique is employed to simplify the field equations. For the steady-state heat transfer assumption, exact expressions for the temperature and stream function are analytically obtained for TEMHD flow on a wall with two infinite instantaneous hot suction lines. The results obtained are displayed graphically.
