The MHD flow of a viscous fluid towards a non-linear porous shrinking sheet was investigated.
研究在非线性多孔收缩表面上黏性磁流体(MHD)的流动。
Furthermore, in this paper, general differential equations and its solutions of two dimensional MHD flow along the recta...
此外，本文还给出了电磁流体沿矩形管道二维流动的普遍微分方程及其解。
Furthermore, in this paper, general differential equations and its solutions of two dimensional MHD flow along the rectangular...
此外，本文还给出了电磁流体沿矩形管道二维流动的普遍微分方程及其解。
Furthermore, in this paper, general differential equations and its solutions of two dimensional MHD flow along the rectangular canal...
此外，本文还给出了电磁流体沿矩形管道二维流动的普遍微分方程及其解。
Based on the general formula of the energy transfer rate from the solar wind into the magnetosphere, the coupling mechanism of MHD flow is examined by using solar wind data for a period, of 34 days.
从太阳风-磁层能量耦合的普遍表达式出发，用34天连续的太阳风观测资料对电磁耦合机制进行了数值检验。
Based on the general formula of the energy transfer rate from the solar wind into the magnetosphere, the coupling mechanism of MHD flow is examined by using solar wind data for a period, of 34 days.
从太阳风-磁层能量耦合的普遍表达式出发，用34天连续的太阳风观测资料对电磁耦合机制进行了数值检验。
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