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Heat transfer enhancement by regular and chaotic mixing in laminar channel flow.

机译:在层流通道中通过规则和混沌混合来增强传热。

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摘要

The work considered here presents a combined analytical and numerical study of the effects of laminar mixing on heat transfer in channel flows. Two specific geometries are considered: a corrugated channel with symmetric, sinusoidal corrugations on both walls and a channel with walls which are corrugated in two perpendicular directions. The corrugations induce recirculation and result in enhanced heat transfer. The Nusselt number in the corrugated channel can be significantly higher than that in a flat plate, but is limited by the presence of a bounding streamline which separates the recirculation region from the mid-channel flow. The addition of a second set of corrugations in the eggcarton channel causes chaotic particle behavior which destroys the bounding streamline and further increases the heat transfer.; A perturbation solution is obtained for the flow through channels with long wavelength corrugations. This analytical solution allows the Lagrangian behavior of both channels to be investigated. The breakup of the bounding streamline in the eggcarton channel can be clearly seen by the following particle paths, and the chaotic behavior this implies is confirmed by the existence of a positive Lyapunov exponent. Numerical solutions are obtained using a finite-volume formulation with boundary-fitted coordinates. It is found that the heat transfer enhancement in corrugated channels is due to a combination of local enhancement near a stagnation point and the asymmetry of the recirculation region in the downstream direction. A slight perturbation of the corrugated channel allows mixing between the recirculation region and the mid-channel flow, which enhances the heat transfer slightly. If the flow becomes strongly chaotic, the recirculation region is destroyed, removing the primary enhancement mechanism and causing a decrease in the overall heat transfer. There is some indication that chaotic mixing might produce more significant enhancement for channels with large corrugation amplitudes.
机译:这里考虑的工作提供了层流混合对通道流传热影响的综合分析和数值研究。考虑了两种特定的几何形状:在两个壁上均具有对称正弦波状波纹的波纹状通道,以及在两个垂直方向上均具有波纹状的壁状通道。波纹引起再循环并导致增强的热传递。波纹状通道中的Nusselt数可以比平板中的Nusselt数显着更高,但受到限制流线的限制,该流线将再循环区域与通道中流分开。在蛋箱通道中添加第二组波纹会导致混乱的颗粒行为,从而破坏边界流线并进一步增加热量传递。对于具有长波状波纹的流道,获得了一种扰动解决方案。这种分析解决方案可以研究两个通道的拉格朗日行为。蛋箱通道中边界流线的破裂可以通过以下粒子路径清楚地看到,并且这暗示着混沌行为可以通过存在正Lyapunov指数来证实。使用具有边界拟合坐标的有限体积公式获得数值解。发现波纹通道中的传热增强是由于停滞点附近的局部增强和再循环区域在下游方向上的不对称性的结合。波纹状通道的轻微扰动允许再循环区域和中间通道流之间混合,从而略微增强了热传递。如果流动变得非常混乱,则再循环区域将被破坏,从而消除主要的增强机制并导致整体热传递降低。有迹象表明,对于大波纹幅度的通道,混沌混合可能会产生更大的增强效果。

著录项

  • 作者

    Sawyers, David R., Jr.;

  • 作者单位

    University of Notre Dame.;

  • 授予单位 University of Notre Dame.;
  • 学科 Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 1997
  • 页码 152 p.
  • 总页数 152
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 机械、仪表工业;
  • 关键词

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