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Unsteady mixed nanobioconvection flow in a horizontal channel with its upper plate expanding or contracting: A revised model

机译:上板扩展或收缩的水平通道中不稳定的混合纳米生物对流流动:修正模型

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This paper presents a revised model for the titled ”Unsteady Mixed Nano-Bioconvection Flow in a Horizontal Channel with Its Upper Plate Expanding or Contracting” [18]. In this paper, the authors used a two phase model for the nanofluid presented in International Journal of Thermal Sciences 77 (2014), Mar., pp. 126-129 [15] in which the nanofluid particle volume at the wall is passively rather than actively controlled. Here, we observed that the boundary conditions are not satisfied in all curves of the nanoparticle volume fraction, ф, i. e. the curves do not match the boundary conditions presented in eq. (19). The second note is that all values of ф are positive which contradicts with the results presented in [15]. Since the equations are coupled then it can be said that not only the behaviors of ф are wrong but also all the results presented in that paper is not correct. The main reason for conducting this investigation is performing a revision for the mentioned paper and presenting a set of curves to show the corrected behaviors for dependent variables.
机译:本文提出了题为“上板扩展或收缩的水平通道中的非稳态混合纳米生物对流”的修正模型[18]。在本文中,作者使用了国际热科学杂志77(2014),Mar.,pp。126-129 [15]中介绍的纳米流体两相模型,其中壁上的纳米流体颗粒体积是被动的而不是主动控制。在这里,我们观察到纳米颗粒体积分数ф,i的所有曲线都没有满足边界条件。 e。曲线与等式中给出的边界条件不匹配。 (19)。第二个要点是,所有ф值均为正,这与[15]中给出的结果相矛盾。由于方程是耦合的,因此可以说不仅ф的行为是错误的,而且该论文中给出的所有结果都不正确。进行此调查的主要原因是对上述论文进行了修订,并提出了一组曲线以显示因变量的校正行为。

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