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Natural convection in the ferrofhiid enclosed in a porous and permeable cavity

机译:封闭在多孔可渗透腔中的铁氟化合物中的自然对流

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The thermal transfer in the water-based ferrofluid enclosed porous cavity attached with a novel permeable (suction/injection) chamber is investigated within this research. The mathematical analysis of the problem is fulfilled with the modified Rosensweig-model (mRm) accounting for the Darcy porous medium in cooperation with the energy equation. The relevant governing equations are numerically treated via the successive-over-relaxation method (SOR) based on a special finite difference scheme. The pertinent effects of physical parameters on the convection and heat transfer of the ferrofluid inside the cavity are examined in detail. It is determined that the Nusselt number enhances at the left wall but it is reduced at the right wall if one increases either (ⅰ) the concentration of the ferroparticles or (ⅱ) the Lorentz force. But the effect of Kelvin force is different from the effect of the Lorentz force on the Nusselt number in the sense that; the Nusselt number decays at the left wall but it intensifies at the right wall if we increase the Lorentz force or its representative the Hartmann number. In addition, the Nusselt number at the left wall of the cavity rises about 1.4 times if the Hartmann number increases from 0 to 50. The problem setup in the current work may be useful in the applications regarding bio-medical, pharmaceutical and engineering industries. The generated results from the present work quantitatively as well as qualitatively match with the existing literature.
机译:在这项研究中研究了水基铁磁流体封闭的多孔腔中的热传递,该腔中装有新型的可渗透(抽吸/注射)腔。该问题的数学分析通过结合能量方程的达西多孔介质的修正Rosensweig模型(mRm)完成。基于特殊的有限差分格式,通过连续松弛法(SOR)对相关的控制方程进行数值处理。详细检查了物理参数对腔内铁磁流体对流和传热的相关影响。可以确定,如果努塞尔特数增加(ⅰ)铁颗粒的浓度或(ⅱ)洛伦兹力,则努塞尔数在左壁增大,而在右壁减小。但是开尔文力的作用不同于洛伦兹力对努塞尔数的影响,这是因为:如果我们增加洛伦兹力或其代表的哈特曼数,则努塞尔数在左壁衰减,但在右壁增大。另外,如果Hartmann数从0增加到50,则腔体左壁的Nusselt数将增加约1.4倍。当前工作中的问题设置可能在有关生物医学,制药和工程行业的应用中很有用。从当前工作所产生的结果在数量上以及质量上都与现有文献相匹配。

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