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圆柱尾流雷诺应力与平均运动变形率的空间弛豫效应
Alternative TitleSpatial Relaxation Effect between Reynolds Stress and Mean Velocity Strain for Cylinder Wake Flow
姜楠; 王瑞新; 田砚
Source Publication实验力学
2011-12-15
Volume26Issue:6Pages:645-652
ISSN1001-4888 
Abstract针对圆柱尾流中沿流向存在的Karman涡街周期性涡旋结构,对湍流雷诺应力与平均运动变形率之间的空间弛豫效应进行了实验研究。在回流式水槽中,放入不同直径的圆柱模型,获得不同雷诺数下的圆柱尾流,利用二维高时间分辨率粒子图像测速(TRPIV)技术测量圆柱尾流二维瞬时速度空间分布图像的时间序列。经过数字图像处理,获得二维雷诺应力的空间分布图像及平均运动变形率的空间分布图像。通过对比雷诺应力空间分布与平均运动变形率之间沿流向的空间相位差,验证了湍流复涡黏模型的合理性。
Other AbstractIn terms of the periodicity of Karman vortex-street along flow direction in cylindrical wake flow,an experimental investigation was carried out in a circular water channel to validate the spatial relaxation effect due to Reynolds stress and mean velocity strain by virtue of two-dimensional high time resolution particle image velocimetry(TRPIV).Cylindrical wake flow with different Reynolds numbers was implemented by placing cylindrical models with different diameters in a water channel.Time sequence of the spatially distributed images of two-dimension instantaneous velocity for cylinder wake flow was acquired based on TRPIV technology.Spatial distribution of the two-dimensional mean velocity,the mean velocity gradient,the mean velocity strain and Reynolds stress was obtained respectively by means of digital image processing.The rationality of complex eddy viscosity model in turbulent flow was verified by comparing the spatial phase difference between Reynolds-stress and mean velocity strain along flow direction. 更多
Keyword圆柱尾流 时间分辨率粒子图像测速(Trpiv) 雷诺应力 复涡黏模型
Subject Area力学
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Indexed ByCSCD
Language中文
Funding Organization中国科学院力学研究所非线性力学国家重点实验室对外开放课题;国家自然科学基金重点项目(10832001);面上项目(10872145);天津大学科技创新基金联合资助
CSCD IDCSCD:4470645
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Document Type期刊论文
Identifierhttp://dspace.imech.ac.cn/handle/311007/44988
Collection非线性力学国家重点实验室
Corresponding Author姜楠
Recommended Citation
GB/T 7714
姜楠,王瑞新,田砚. 圆柱尾流雷诺应力与平均运动变形率的空间弛豫效应[J]. 实验力学,2011,26(6):645-652.
APA 姜楠,王瑞新,&田砚.(2011).圆柱尾流雷诺应力与平均运动变形率的空间弛豫效应.实验力学,26(6),645-652.
MLA 姜楠,et al."圆柱尾流雷诺应力与平均运动变形率的空间弛豫效应".实验力学 26.6(2011):645-652.
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