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高于地面附建式地下工程围护结构传热的影响

Influence Factors of Heat Transfer of Roof-on-grade Attached Underground Envelope
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摘要 在提出顶板高于地面附建式地下工程围护结构传热数理模型的基础上,借鉴 ITPE 技术的基本思想,把计算区域划分为八个长方形区域,对每个区域利用分离变量法进行求解。在确定傅立叶系数的过程中,采用热流连续及内外边界条件构造含14N 个线性方程的方程组。在求得传热问题基本解的基础上,通过变化基本解中的各种参数,定量分析了围护结构建筑材料热特性、土壤热特性、地表温度值以及室内空气与壁面的换热系数对围护结构传热过程的影响。 On the basis of providing the mathematical model of heat transfer of roof-on-grade basement, the calculation area is divided into 8 rectangles according to the ITPE (Interzone Temperature Profile Estimation) technology, and the solution is obtained for all the parts by the separation of variables technique. During the solution, the Fourier coefficients are determined by the continuity of the heat flux and boundary conditions. As a result, a system of linear equation group including 14N equations has been obtained. By via of changing the parameters of the solution, the influence of heat characteristics of envelope building material and soil, temperature of earth surface and heat transfer coefficient between air and wall on heat course are quantificational analyzed.
出处 《建筑热能通风空调》 2005年第5期12-15,共4页 Building Energy & Environment
基金 国家人防科研项目资助
关键词 ITPE 分离变量法 地下室 同护结构 传热 围护结构 传热过程 地下工程 地面 傅立叶系数 ITPE, separation of variables method, basement, envelope, heat transfer
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参考文献9

  • 1M Krati, D E Claridge, J F Kreider. The ITPE technique applied to steady-state ground coupling problems [J]. Heat Mass Transfer,1988, 31:1885-1898.
  • 2M Krati. Steady-state heat transfer beneath partially insulated slab-on-grade floor [J]. Heat Mass Transfer, 1989, 32:961-969.
  • 3M Krati. Energy calculations for basements slabs and crawl spaces[R]. ASHRAE TC 47 Project 666-TR, USA, 1993.
  • 4M Krati, Sangho Choi. Simplified method for foundation heat loss calculation [J]. ASHRAE, 1996, 102(1): 140-152.
  • 5Sangho Choi, M Krati. Slab heat loss calculaltion with non-uniform inside air temperature profiles [J]. Energy Converse, 1996, 37:1435-1444.
  • 6Sangho Choi, M Krati. Heat transfer for slab-on-grade floor with stepped ground [J]. Energy Converse, 1998, 39:691-701.
  • 7Sangho Choi, M Krati. Thermally optimal insulation distribution for underground structures [J]. Energy and Building, 2000, 32(2):251-265.
  • 8Pirawaw Chuangchid, M Krati. Foundation heat loss from heated concrete slab-on-grade floors [J]. Building and Environment,2001, 36(6): 637-655.
  • 9程宝义,袁艳平,茅靳丰,杜雁霞.建筑材料热特性对地下工程围护结构热行为的影响[J].暖通空调,2004,34(12):15-18. 被引量:1

二级参考文献8

  • 1Krati M, Claridge D E, Kreider J F. The ITPE technique applied to steady-state ground coupling problems. Int J of Heat Mass Transfer, 1988, 31: 1885- 1898
  • 2Krati M. Steady-state heat transfer beneath partially insulated slabon-grade floor. Int J of Heat Mass Transfer, 1989, 32:961 - 969
  • 3Krati M. Energy calculations for basements, slabs and crawl spaces. Final Report ASHRAE TC 4. 7. PROJECT 666-TR,University of Colorado, USA, 1993
  • 4Krati M, Sangho Choi. Simplified method for foundation heat loss calculation. In: ASHRAETrans. 1996, 102(1). 140-152
  • 5Sangho Choi, Krati M. Slab heat loss calculaltion with nonuniform inside air temperature profiles. Energy Convers Mgmt,1996, 37: 1435-1444
  • 6Sangho Choi, Krati M. Heat transfer for slab-on-grade floor with stepped ground. Energy Convers Mgmt, 1998, 39:691-701
  • 7Sangho Choi, Krati M. Thermally optimal insulation distribution for underground structures. Energy and Building,2000, 32: 251-265
  • 8Pirawaw C, Krati M. Foundation heat loss from heated concrete slab-on-grade floors. Building and Environment, 2001, 36: 637-655

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