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Grooved domain magnetized optimization (GDMO) of hydrodynamic forces due to purely viscous flowing liquid stream: A computational study

机译:由于纯粘性流动液体流引起的流体动力磁性力的沟槽域磁化优化(GDMO):计算研究

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The purely viscous flowing liquid stream claims the importance of evaluation of hydrodynamic forces experienced by natural or man-made offshore structures like the influence of interaction of flowing liquid stream with water turbine arrays performance in tidal channels. Therefore, it remains always a challenging task for the researchers to examine the hydrodynamic forces. Further the exact solution for flowing liquid stream around any hindrance is impossible. The present pagination contains generous analysis subject to examination of hydrodynamic forces due to flowing liquid stream. To be more specific, we have considered a smooth computational domain and to attain the grooved domain the uniformly heated rectangular ribs are introduced. The novelty is increased by in-taking an externally applied magnetic field. The five different shaped uniformly heated obstacles are introduced case-wise. The purely viscous liquid stream is initiated with parabolic velocity profile from the left wall of grooved channel. Owing all other assumptions which includes no-slip, Neumann and adiabatic conditions, the mathematical system is developed. The finite element method conjecture with hybrid meshing is utilized to report the quantities of interest namely the velocity, pressure, temperature, drag force and lift force. The outcomes are offered in terms of contour plots. For better insight the line graph study is also carried. The line integration is performed around the outer surface of installed obstacles to sum-up the magnetized optimization of hydrodynamic forces. It is observed that the drag force in terms of drag coefficient subject to all regular obstacles is increasing function of magnetic field parameter. (C) 2020 Elsevier B.V. All rights reserved.
机译:纯粘性流动液体流要求评估自然或人造近海结构所经历的流体动力的重要性,如流动液体流与潮汐通道中的水涡轮机阵列性能的影响。因此,研究人员仍然是研究流体动力的具有挑战性的任务。此外,不可能将液体流周围流动的精确解决方案是不可能的。目前的分页含有慷慨的分析,其由于流动的液体流引起的流体动力学。更具体地,我们已经考虑了一个平滑的计算领域,并达到沟槽域介绍均匀加热的矩形肋。通过占用外部施加的磁场增加了新颖性。引入了五种不同形状的均匀加热障碍物。纯粘性液体物流用抛光通道左壁的抛物线速度曲线引发。所有其他假设包括无滑移,Neumann和绝热条件,也开发了数学系统。利用混合网格化的有限元方法猜想来报告感兴趣的数量,即速度,压力,温度,拖曳力和提升力。结果是在轮廓图方面提供的。为了更好地洞察力,还携带了线条图研究。在安装障碍物的外表面周围进行线路集成,以总结流体动力力的磁化优化。观察到拖动系数对所有常规障碍物来说的阻力是磁场参数的越来越多的函数。 (c)2020 Elsevier B.v.保留所有权利。

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