Analysis of two-dimensional and three-dimensional wakes of long circular cylinders

被引:0
作者
Garcia, Bernat Font [1 ]
Weymouth, Gabriel D. [2 ]
Tutty, Owen R. [1 ]
机构
[1] Univ Southampton, Aerodynam & Flight Mech, Southampton, Hants, England
[2] Univ Southampton, Fluid Struct Interact, Southampton, Hants, England
来源
OCEANS 2017 - ABERDEEN | 2017年
关键词
marine risers; computational fluid dynamics; two-dimensional turbulence; strip theory; VORTEX-INDUCED VIBRATIONS; FLEXIBLE CYLINDERS; NUMERICAL SIMULATIONS; VIV; TURBULENCE; SUBJECT;
D O I
暂无
中图分类号
O42 [声学];
学科分类号
070206 ; 082403 ;
摘要
The wake behind a bluff body constitutes an intrinsically three-dimensional flow and it is known that two-dimensional simulations yield to an unphysical prediction of the body forces because of the nature of the two-dimensional Navier-Stokes equations. However, three-dimensional simulations are too computationally expensive for cases such as marine risers, which have very large aspect ratios and are exposed to a high Reynolds number flow. A quantitative and qualitative study has been performed to investigate the fundamental differences on the wake of two-dimensional and three-dimensional fixed spanwise periodic cylinders for a Reynolds number of 10(4). A very fine unifrom grid (503M points) has been used for the near and mid wake range, and it is shown that the wake presents very different vortical structures when the spanwise dimensionality is omitted. In this case, forces such as lift and drag are overpredicted. The kinetic energy spectra of the flow is also investigated to further discuss the physics inherent of each case together and it is found that the contribution of the spanwise velocity on the large wavenumbers is significantly smaller than the other velocity components.
引用
收藏
页数:8
相关论文
共 50 条
[31]   Two-Dimensional Computational Analysis of Microbubbles in Hemodialysis [J].
Keshavarzi, Gholamreza ;
Barber, Tracie J. ;
Yeoh, Guan ;
Simmons, Anne ;
Reizes, John A. .
ARTIFICIAL ORGANS, 2013, 37 (08) :E139-E144
[32]   Numerical Analysis of Two-Dimensional Quantum Turbulence [J].
Numasato, Ryu ;
Tsubota, Makoto .
25TH INTERNATIONAL CONFERENCE ON LOW TEMPERATURE PHYSICS (LT25), PART 3: QUANTUM GASES LIQUIDS AND SOLIDS, 2009, 150
[33]   A two-dimensional model based on the expansion of physical wake boundary for wind-turbine wakes [J].
Ge, Mingwei ;
Wu, Ying ;
Liu, Yongqian ;
Li, Qi .
APPLIED ENERGY, 2019, 233 :975-984
[34]   A comparison of a two-dimensional depth-averaged flow model and a three-dimensional RANS model for predicting tsunami inundation and fluid forces [J].
Qin, Xinsheng ;
Motley, Michael ;
LeVeque, Randall ;
Gonzalez, Frank ;
Mueller, Kaspar .
NATURAL HAZARDS AND EARTH SYSTEM SCIENCES, 2018, 18 (09) :2489-2506
[35]   Two-dimensional simulations of vortex-induced vibration of a circular cylinder [J].
Mutlu, Asim Ozan ;
Bayraktar, Meral ;
Bayraktar, Seyfettin .
PROCEEDINGS OF THE INSTITUTION OF MECHANICAL ENGINEERS PART M-JOURNAL OF ENGINEERING FOR THE MARITIME ENVIRONMENT, 2021, 235 (03) :683-694
[36]   Efficient three-dimensional high-resolution simulations of flow fields around cylinders [J].
Zheng, Hanxu ;
Wang, Jiasong .
JOURNAL OF OCEAN ENGINEERING AND SCIENCE, 2018, 3 (03) :205-217
[37]   From three-dimensional to quasi-two-dimensional: transient growth in magnetohydrodynamic duct flows [J].
Cassells, Oliver G. W. ;
Vo, Tony ;
Potherat, Alban ;
Sheard, Gregory J. .
JOURNAL OF FLUID MECHANICS, 2019, 861 :382-406
[38]   Two- and Three-dimensional Nonlinear Instabilities of Whistler Waves [J].
Zhao, Jinsong ;
Sun, Heyu ;
Yu, Mingyoung .
ASTROPHYSICAL JOURNAL, 2018, 866 (02)
[39]   Three-Dimensional Analysis of Biomimetic Aerofoil in Transonic Flow [J].
Marimuthu, Siva ;
Al-Rabeei, Samer ;
Boha, Hithim Ahmed .
BIOMIMETICS, 2022, 7 (01)
[40]   Actuator volumes and hr-adaptive methods for three-dimensional simulation of wind turbine wakes and performance [J].
Creech, Angus C. W. ;
Frueh, Wolf-Gerrit ;
Clive, Peter .
WIND ENERGY, 2012, 15 (06) :847-863