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  • 中国标准连:ISSN1005-2895
  • 续出版物号: CN 33-1180/TH
  • 主管单位:轻工业杭州机电设计研究院有限公司
  • 主办单位:轻工业杭州机电设计研究院有限公司、中国轻工机械协会、中国轻工业机械总公司
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王启家, 王克用, 李培超.反对称热流边界条件下双弥散多孔介质内对流传热研究[J].轻工机械,2019,37(4):1-7
反对称热流边界条件下双弥散多孔介质内对流传热研究
Convective Heat Transfer in Bi Disperse Porous Media under Asymmetric Heat Flux Boundary Conditions
  
DOI:10.3969/j.issn.1005 2895.2019.04.001
中文关键词:  双弥散多孔介质  反对称热流  强迫对流  解析解
英文关键词:bi disperse porous medium  asymmetric heat flux  forced convection  analytical solution
基金项目:上海工程技术大学科研创新项目(17KY0122)
作者单位
王启家, 王克用, 李培超 上海工程技术大学 机械与汽车工程学院 上海201620 
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中文摘要:
      在多孔介质研究中一般施加对称热流或温度边界条件,为了探究反对称热流边界条件下双弥散多孔介质平板通道内的强迫对流传热,课题组基于Neild Kuznetsov双速度双温度方程进行研究。应用正常模式降阶法,求得两相速度解析解;应用间接解耦法,求得两相温度解析解。计算结果表明:反对称加热方式对双弥散多孔介质的传热特性有较大的影响,而对称加热情形传热率最高;双弥散多孔介质平板通道存在临界有效导热系数比kcr,当k>kcr时,两相无量纲温度之间的关系发生变化;双弥散效应增强,对流换热效果提升。文中解析解可应用于任意热流比情形下的双弥散多孔介质平板通道传热分析。
英文摘要:
      Symmetric heat flux or temperature boundary conditions are generally imposed in the study of porous media. Based on the Neild Kuznetsov two velocity two temperature equation, the forced convective heat transfer in a parallel plate channel filled with a bi disperse porous medium was analyzed under the asymmetric heat flux boundary condition. The analytical solution of two phase velocities were obtained by using the normal mode reduction method and that of two phase temperatures were done by using the indirect decoupling method. The results indicate that asymmetric heating has great influence on the thermal characteristics of bi disperse porous medium, however, the symmetrical heating leads to the highest heat transfer rate. There is critical effective thermal conductivity ratios (kcr) in the bi disperse porous medium. When k>kcr, the relationship between the dimensionless temperature of the two phases changes. An enhancement in the bi dispersion effects leads to an increase in the heat transfer rate. Finally, the asymptotic behavior of Nusselt number was also investigated. The present analytical solutions can be applied to the thermal analysis of bi disperse porous parallel plate channels under arbitrary heat flux ratios.
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