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首页> 外文期刊>Heat Transfer Research >MIXED CONVECTION HEAT TRANSFER OF VISCOELASTIC FLUID ALONG AN INCLINED PLATE OBEYING THE FRACTIONAL CONSTITUTIVE LAWS
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MIXED CONVECTION HEAT TRANSFER OF VISCOELASTIC FLUID ALONG AN INCLINED PLATE OBEYING THE FRACTIONAL CONSTITUTIVE LAWS

机译:沿着倾斜板的混合对流传热沿着倾斜的板遵循分数构成规律

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摘要

The fractional constitutive laws are introduced into the study of mixed convection heat transfer of viscoelastic fluid along an inclined plate. Nonlinear fractional boundary layer governing equations are formulated and solved by a finite difference algorithm combined with the shifted Grunwald-Letnikov formula. The results show that the inclination angle, Prandtl number, and the temperature fractional derivative parameter have remarkable impacts on both temperature and velocity fields, while the effect of the velocity fractional derivative parameter on temperature is ignorable. With decrease of the inclination angle and Prandtl number, the temperature profile rises and the thermal boundary layer becomes thicker significantly. The average Nusselt number increases remarkably with the augmentation of the temperature fractional derivative parameter. For larger velocity fractional derivative parameter, the intersections of velocity profiles demonstrate the strengthened viscoelasticity of the fluid. The average skin friction coefficient increases slowly first and then declines dramatically with the rise of the velocity fractional derivative parameter.
机译:沿倾斜板的粘弹性流体混合对流传热研究引入了分数本构规则。通过与移位的Grunwald-Letnikov公式结合的有限差分算法配制和解决了非线性分数边界层控制方程。结果表明,倾斜角度,普朗特数和温度分数衍生物参数对温度和速度场具有显着的影响,而速度分数衍生物参数对温度的影响是无知的。随着倾斜角和普朗特数的减少,温度曲线升高并且热边界层显着变厚。随着温度分数衍生参数的增强,平均露天数量显着增加。对于较大的速度分数衍生物参数,速度谱的交叉点证明了流体的强化粘弹性。平均皮肤摩擦系数首先慢慢增加,然后随着速度分数衍生物参数的升高而显着下降。

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