Experimental study on the local convective coefficient distribution on a pipe surface with inclined fins

被引:9
作者
Carvajal-Mariscal, I
Sanchez-Silva, F
Toledo-Velazquez, M
Pronin, VA
机构
[1] IPN, SEPI, ESIMEZ, Thermal Hydraul Appl Engn Lab, Mexico City 07738, DF, Mexico
[2] Moscow Power Engn Inst, Fac Heat Engn, Moscow, Russia
关键词
convective coefficient; finned pipe; unconventional shape of fin;
D O I
10.1016/S0894-1777(01)00077-2
中图分类号
O414.1 [热力学];
学科分类号
摘要
Experimental results for the convective coefficient distribution in both the inside and conical end zones of the extended surface in a finned pipe are presented for three different flow velocities. The devices were located in a physical model of a staggered square pitch arrangement in which the pipes were disposed very close together and exposed to a transverse air flow. The fin inclination angle with respect to the axis was gammadegrees = 20degrees, the fin height H = 15 mm, the pipe diameter D = 28 mm and the distance between fins s = 8 mm. The results show that the convective coefficient distributions in the conical region and in the inside region of the fin are quite different. For three velocities of flow (u = 10-40 m/s) higher values of the convective coefficient were obtained in the conical region of the fin, near the junction of the fin with the pipe. On the other hand, the higher values in the internal face of the fin were located in wider regions of the lateral extremes of the fin. Only for Re approximate to 20000 the zones with higher values of convective coefficient were located near the junction of the fin with the pipe. The heat transfer coefficient distribution on the pipe surface is very similar to the one obtained for a flat cylinder. From the experimental results, the formula to calculate the heat transfer of a tube with fins inclined in an angle of gammadegrees = 20degrees was developed. This formula considers the separation between the tubes, the parameters of the fins and the arrangement of the bank of tubes. (C) 2001 Elsevier Science Inc. All rights reserved.
引用
收藏
页码:293 / 299
页数:7
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