CORC  > 清华大学
用POD方法研究有限长正方形棱柱尾流的双稳态现象
王汉封 ; 徐胜金 ; WANG Hanfeng ; XU Shengjin
2016-03-30 ; 2016-03-30
关键词有限长柱体 尾流 PIV POD 双稳态现象 cubic spline truncation error analysis finite volume method TU311.3 O355
其他题名On the bistable phenomenon of a finite length square cylinder wake with POD method
中文摘要利用PIV对高宽比为7的有限长正方形棱柱尾流和二维方柱尾流进行了测量。实验中雷诺数为9300。对流场进行了本征正交分解(POD),并分析了各阶模态对湍动能的贡献。基于瞬态流场重建中各阶模态的系数,比较了有限长棱柱尾流和二维柱体尾流的瞬态流动特性。结果表明:在二维柱体尾流中,代表着卡门涡街的1、2阶模态对湍动能的贡献占支配地位,达到了73.6%,而在有限长柱体尾流中,1、2阶模态的贡献仅为45.9%。后者的尾流中存在两种典型的流动形态:一种是1、2阶模态占主导的卡门涡街形态,类似于二维棱柱尾流;另一种是3阶或更高阶模态占主导的对称形态。; The near wake of a 2D square cylinder and that of a finite length square cylinder with the aspect ratio of 7 was measured by PIV. The Reynolds number based on free stream oncoming flow and cylinder width is 9300.Proper orthogonal decomposition( POD) was performed to analysis the contributions of each mode on turbulence kinetic energy( TKE). Instantaneous flow properties were compared between the near wake of finite length and 2D square cylinders,utilizing the coefficients of POD modes for flow reconstruction. It was found that,in 2D cylinder wake,the first 2 POD modes,which represent the Karman vortex shedding,dominated the near wake and contributed73. 6% of total TKE; while in the finite length square cylinder wake,the TKE contribution from the first two modes was only 45. 9%. There were two typical instantaneous flow status occur in the finite length cylinder wake: one was the status of Karman vortex shedding dominated by the first two POD modes,similar to that in a 2D cylinder wake;the other was symmetrical flow status which was dominated by the third and / or other higher POD modes.
语种中文 ; 中文
内容类型期刊论文
源URL[http://ir.lib.tsinghua.edu.cn/ir/item.do?handle=123456789/143713]  
专题清华大学
推荐引用方式
GB/T 7714
王汉封,徐胜金,WANG Hanfeng,等. 用POD方法研究有限长正方形棱柱尾流的双稳态现象[J],2016, 2016.
APA 王汉封,徐胜金,WANG Hanfeng,&XU Shengjin.(2016).用POD方法研究有限长正方形棱柱尾流的双稳态现象..
MLA 王汉封,et al."用POD方法研究有限长正方形棱柱尾流的双稳态现象".(2016).
个性服务
查看访问统计
相关权益政策
暂无数据
收藏/分享
所有评论 (0)
暂无评论
 

除非特别说明,本系统中所有内容都受版权保护,并保留所有权利。


©版权所有 ©2017 CSpace - Powered by CSpace