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波纹壁面微细通道的Ledinegg不稳定性分析

罗小平1,杨婉1,王梦圆2,候群1   

  1. 1. 华南理工大学机械与汽车工程学院
    2. 华南理工大学
  • 收稿日期:2020-05-25 修回日期:2020-07-05 发布日期:2021-02-26
  • 通讯作者: 杨婉
  • 基金资助:
    广东省自然科学基金;国家自然科学基金

Analysis of ledinegg instability of micro-channels with corrugated wall

  • Received:2020-05-25 Revised:2020-07-05 Published:2021-02-26

摘要: 为探究不同波纹壁面微细通道的Ledinegg不稳定性,利用计算机数控加工得到三种壁面的微细通道,分别是正弦波纹、三角形波纹与普通光滑微细通道。采用R141b为实验工质,在压力为40kPa~80kPa,热流密度为13.281kW/m2~22.138 kW/m2,入口温度为33℃条件下开展流动换热实验。实验结果表明:三角形波纹微细通道的压降-流量曲线负斜率区斜率最小,流动不稳定起始点(OFI)质量流量最大,最容易发生Ledinegg不稳定性,而普通光滑微细通道与之相反。另外,随着热流密度增大,微细通道的压降-流量曲线负斜率区斜率减小,OFI点质量流量增大,表明增大热流密度会增加系统的不稳定性;随着系统压力增大,微细通道的压降-流量曲线负斜率区更加平缓,而OFI点质量流量变化不大,表明增大系统压力有利于提高系统的稳定性。

关键词: 波纹壁面, Ledinegg不稳定性, 流动不稳定起始点, 微细通道

Abstract: In order to explore the Ledinegg instability of the micro-channels of different corrugated wall surfaces, computer numerical control was used to process three types of micro-channels of wall surfaces, namely sine wave, triangle wave and ordinary smooth micro-channels. R141b was used as the experimental working medium to conduct the flow heat transfer experiment under the conditions of pressure of 40kPa~80kPa, heat flux of 13.281kW/m2~22.138 kW/m2 and inlet temperature of 33℃. The experimental results show that the negative slope of pressure drop-flow curve in triangular ripple micro channel has the lowest slope, and the mass flow at the onset of flow instability (OFI) is the largest, and Ledinegg instability is most likely to occur, while the normal smooth micro channel is the opposite. In addition, with the increase of heat flux, the slope of the negative slope region of the pressure drop-flow curve of the micro channel decreases, and the mass flow at OFI increases, indicating that the increase of heat flux will increase the instability of the system. With the increase of system pressure, the negative slope area of pressure drop-flow curve of the micro channel became gentler, while the mass flow at OFI did not change much, indicating that increasing system pressure was beneficial to the stability of the system.

Key words: corrugated wall, Ledinegg instability, starting point of flow instability, micro-channels

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