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Unsteady hydromagnetic flow and heat transfer of a viscous fluid near a suddenly accelerated flat surface

机译:突然加速平坦表面附近的粘性流体的不稳定水磁流量和传热

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The unsteady boundary layer flow and heat transfer near a suddenly accelerated flat surface in an unbounded mass of hydromagnetic viscous fluid with the combined influence of the magnetic field, viscous dissipation, internal heat generation/absorption and thermal radiation have been investigated. A new similarity transformation is recommended, which transforms the hydromagnetic boundary layer equations into a set of non-linear ordinary differential equations. These equations are then solved numerically using the finite-difference method for some values of the governing parameters that involve unsteadiness parameter , heat source/sink parameter , Eckert number E, magnetic interaction parameter M, radiation parameter N and Prandtl number Pr. The influence of these parameters on the velocity as well as the temperature field is investigated in detail. In particular, the impact of viscous dissipation (measured through E), which is a strong function of constant reference temperature Tref, on the temperature field has been investigated in different situations. This entails considering the value of Tref as positive or negative depending on whether the surface temperature is higher or lower than the fluid temperature. The analysis reveals that there exists a critical value of E depending upon the values of the other physical parameters for which the surface heat flux vanishes. Below this critical value, heat flows either from the surface to the fluid or from the fluid to the surface depending on whether Tref or 0.
机译:已经研究了不受定常的边界层流动和传热在突出的液体粘性流体中突出的液体粘性流体,磁场的组合影响,粘性耗散,内部发热/吸收和热辐射。建议使用新的相似性转换,这将氢细边界层方程转变为一组非线性常微分方程。然后使用有限差异方法在数值上以涉及不稳定参数,热源/沉积参数,Eckert Number E,磁交互参数M,辐射参数N和Prandtl Number Pr的指导参数的有限差异方法来数值求解这些方程。详细研究了这些参数对速度以及温度场的影响。特别地,在不同情况下研究了粘性耗散(测量的通过e)的影响,该粘性耗散(测量的通过e)是恒定参考温度Traf的强功能。这需要将TREF的值视为正面或阴性,这取决于表面温度是否高于或低于流体温度。该分析显示,取决于表面热通量消失的其他物理参数的值,e临界值。低于该临界值,根据TREF&GT是否从表面流到流体或从流体到表面的热量。或& 0。

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