[1]黄庆宏,张敏,刘会娟.偏积分方法与数值方法的比较分析[J].南京师范大学学报(工程技术版),2009,09(03):033-36.
　Huang Qinghong,Zhang Min,Liu Huijuan.Analysis and Comparison of Partial Integration Method and Numerical Computation[J].Journal of Nanjing Normal University(Engineering and Technology),2009,09(03):033-36.
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偏积分方法与数值方法的比较分析
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南京师范大学学报（工程技术版）[ISSN:1006-6977/CN:61-1281/TN]

卷:
09卷
期数:
2009年03期
页码:
033-36
栏目:
出版日期:
2009-09-30

文章信息/Info

Title:
Analysis and Comparison of Partial Integration Method and Numerical Computation
作者:
黄庆宏1;  张敏2;  刘会娟2
1. 南京师范大学动力工程学院, 江苏南京210042; 2. 南京理工大学动力工程学院, 江苏南京210094
Author(s):
Huang Qinghong1; Zhang Min 2; Liu Huijuan2
1.School of Power Engineering,Nanjing Normal University,Nanjing 210042;2.School of Power Engineering,Nanjing University of Science and Technology,Nanjing 210094
关键词:
偏积分近似方法;  数值方法;  解析方法
Keywords:
partia l integration m ethod;  num erica l simu la ting m ethod;  analysis m ethod
分类号:
O241.82
摘要:
在介绍偏积分近似方法基本概念的基础上,在结构化网格中,用有限容积法数值求解稳态热传导问题.同时进行偏积分近似解、精确解和数值解的比较分析.从计算结果可以得到令人满意的一致性.这些充分证明偏积分近似方法、解析方法和数值计算方法的实用性和互补性.
Abstract:
On the basis of introducing the basic concept o f partia l in teg ra tionm e thod, the steady state hea t conduction e quations w ere so lv ed and calcu lated using the finite vo lum e me thod in structured meshes fo r num er ica,l exact and ap prox im ate so lutions. Com pared w ith these ca lcu lation results, there is a good ag reem ent be tw een them. These proved tha t partial integ ration approx ima ting m ethod is be lievab le and practical .

参考文献/References:

[ 1] M N 奥齐西克著. 热传导[M ]. 俞昌铭, 译. 北京: 高等教育出版社, 1984.
O zisikM N. Conduction ofH ea t[M ]. Yu Changm ing, Translated. Be ijing: H ighe r Educa tion Press, 1984. ( in Ch inese)
[ 2] 黄庆宏, 张敏, 张钧波. 里兹近似方法与数值方法的比较分析[ J]. 南京师范大学学报: 工程技术版, 2008, 8( 3):
21-24.
H uang Q inghong, Zhang M in, Zhang Junbo. Com pa rative ana lysis o f me thods of R ITZ approx im ate solution and num erical
computation [ J]. Journa l o f Nanjing Norm a l Un iversity: Eng ineer ing and Techno logy Ed ition, 2008, 8 ( 3 ): 21-24. ( in
Chinese)
[ 3] 黄庆宏, 张敏, 许彬. 从数值解浅析热传导方程的精确解[ J] . 南京师范大学学报: 工程技术版, 2007, 7( 3) : 40-43.
H uang Q inghong, Zhang M in, Xu B in. Ana lyzing exact so lutions o f heat conduc tion equations by compar ing w ith num erical
so lutions[ J]. Journa l o f Nan jing Norm a lUn iversity: Eng ineer ing and T echno logy Ed ition, 2007, 7( 3): 40-43. ( in Ch inese)
[ 4] 陶文铨. 数值传热学[M ]. 西安: 西安交通大学出版社, 1988.
TaoW enquan. Num er ica lVa lue ConductsH ea t Learning[M ]. X i’an: X i‘an Jiao TongUn ive rsity Press, 1988. ( in Ch inese)
[ 5] ZhangM. M odeling o f radiative hea t transfer and d iffusion pro cesses using unstructured g rid[ D]. USA: Tennessee Techno logical Un ive rsity, 2000.

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备注/Memo

备注/Memo:
通讯联系人: 黄庆宏, 副教授, 研究方向: 热能工程技术及计算机应用. E-m ail: huangq inhong@ n jnu. edu. cn
更新日期/Last Update: 2013-04-23