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Influence of the Periodicity of Sinusoidal Boundary Condition on the Unsteady Mixed Convection within a Square Enclosure Using an Ag?¢????Water Nanofluid

机译:正弦边界条件的周期性对使用Ag ????????水纳米流体的方形外壳内非定常混合对流的影响

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A numerical study of the unsteady mixed convection heat transfer characteristics of an Ag?¢????water nanofluid confined within a square shape lid-driven cavity has been carried out. The Galerkin weighted residual of the finite element method has been employed to investigate the effects of the periodicity of sinusoidal boundary condition for a wide range of Grashof numbers ( Gr ) (10 5 to 10 7 ) with the parametric variation of sinusoidal even and odd frequency, N , from 1 to 6 at different instants (for ???? = 0.1 and 1). It has been observed that both the Grashof number and the sinusoidal even and odd frequency have a significant influence on the streamlines and isotherms inside the cavity. The heat transfer rate enhanced by 90% from the heated surface as the Grashof number ( Gr ) increased from 10 5 to 10 7 at sinusoidal frequency N = 1 and ???? = 1.
机译:数值研究了封闭在正方形盖驱动腔内的Ag 2+纳米水纳米流体的非稳态混合对流传热特性。有限元方法的Galerkin加权残差已被用于研究正弦边界条件的周期性对大范围Grashof数(Gr)(10 5至10 7)以及正弦偶数和奇数频率的参数变化的影响N在不同的时刻从1到6(对于???? = 0.1和1)。已经观察到,Grashof数和正弦偶数和奇数频率都对腔体内的流线和等温线有重大影响。当正弦频率N = 1时,当格拉斯霍夫数(Gr)从10 5增加到10 7时,从受热表面传热率提高90%。 = 1。

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