[1] JOHNSTON, J. P., HALLEEN, R. M., and LEZIUS, D. K. Effects of spanwise rotation on the structure of two-dimensional fully developed turbulent channel flow. Journal of Fluid Mechanics, 56, 533-559(1972) [2] JOHNSTON, J. P. Effects of system rotation on turbulence structure:a review relevant to turbomachinery flows. International Journal of Rotating Machinery, 4, 97-112(1998) [3] JAKIRLIĆ, S., HANJALIĆ, K., and TROPEA, C. Modeling rotating and swirling turbulent flows:a perpetual challenge. AIAA Journal, 40, 1984-1996(2002) [4] NAKABAYASHI, K. and KITOH, O. Low Reynolds number fully developed two-dimensional turbulent channel flow with system rotation. Journal of Fluid Mechanics, 315, 1-29(1996) [5] NAKABAYASHI, K. and KITOH, O. Turbulence characteristics of two-dimensional channel flow with system rotation. Journal of Fluid Mechanics, 528, 355-377(2005) [6] TILLMARK, N. and ALFREDSSON, P. H. Experiments on rotating plane Couette flow. Advances in Turbulence VI (ed(s). GAVRILAKIS, S., MACHIELS, L., and MONKEWITZ, P. A.), Kluwer, The Netherlands, 391-394(1996) [7] HIWATASHI, K., ALFREDSSON, P. H., TILLMARK, N., and NAGATA, M. Experimental observations of instabilities in rotating plane Couette flow. Physics of Fluids, 19, 048103(2007) [8] TSUKAHARA, T., TILLMARK, N., and ALFREDSSON, P. H. Flow regimes in a plane Couette flow with system rotation. Journal of Fluid Mechanics, 648, 5-33(2010) [9] KAWATA, T. and ALFREDSSON, P. H. Turbulent rotating plane Couette flow:Reynolds and rotation number dependency of flow structure and momentum transport. Physical Review Fluids, 1, 034402(2016) [10] KRISTOFFERSEN, R. and ANDERSSON, H. I. Direct simulations of low-Reynolds-number turbulent flow in a rotating channel. Journal of Fluid Mechanics, 256, 163-197(1993) [11] LAMBALLAIS, E., LESIEUR, M., and MÉTAIS, O. Effects of spanwise rotation on the vorticity stretching in transitional and turbulent channel flow. International Journal of Heat and Fluid Flow, 17, 324-332(1996) [12] ALVELIUS, K. Studies of Turbulence and Its Modelling Through Large Eddy and Direct Numerical Simulation, Ph. D. dissertation, KTH Royal Institute of Technology, Sweden (1999) [13] LIU, N. S. and LU, X. Y. A numerical investigation of turbulent flows in a spanwise rotating channel. Computer and Fluids, 36, 282-298(2007) [14] GRUNDESTAM, O., WALLIN, S., and JOHANSSON, A. V. Direct numerical simulations of rotating turbulent channel flow. Journal of Fluid Mechanics, 598, 177-199(2008) [15] YANG, Y. T. and WU, J. Z. Channel turbulence with spanwise rotation studied using helical wave decomposition. Journal of Fluid Mechanics, 692, 137-152(2012) [16] XIA, Z. H., SHI, Y. P., and CHEN, S. Y. Direct numerical simulation of turbulent channel flow with spanwise rotation. Journal of Fluid Mechanics, 788, 42-56(2016) [17] DAI, Y. J., HUANG, W. X., and XU, C. X. Effects of Taylor-Görtler vortices on turbulent flows in a spanwise-rotating channel. Physics of Fluids, 28, 115104(2016) [18] BRETHOUWER, G. Statistics and structure of spanwise rotating turbulent channel flow at moderate Reynolds numbers. Journal of Fluid Mechanics, 828, 424-458(2017) [19] BECH, K. H. and ANDERSSON, H. I. Secondary flow in weakly rotating turbulent plane Couette flow. Journal of Fluid Mechanics, 317, 195-214(1996) [20] BECH, K. H. and ANDERSSON, H. I. Turbulent plane Couette flow subject to strong system rotation. Journal of Fluid Mechanics, 347, 289-314(1997) [21] BARRI, M. and ANDERSSON, H. I. Computer experiments on rapidly rotating plane Couette flow. Communications in Computational Physics, 7, 683-717(2010) [22] SALEWSKI, M. and ECKHARDT, B. Turbulent states in plane Couette flow with rotation. Physics of Fluids, 27, 045109(2015) [23] GAI, J., XIA, Z. H., CAI, Q. D., and CHEN, S. Y. Turbulent statistics and flow structures in spanwise-rotating turbulent plane Couette flows. Physical Review Fluids, 1, 054401(2016) [24] XIA, Z. H., SHI, Y. P., CAI, Q. D., WAN, M. P., and CHEN, S. Y. Multiple states in turbulent plane Couette flow with spanwise rotation. Journal of Fluid Mechanics, 837, 477-490(2018) [25] CORRSIN, S. Interpretation of viscous terms in the turbulent boundary energy equation. Journal of the Aeronautics Sciences, 20, 853-854(1953) [26] LAADHARI, F. Reynolds number effect on the dissipation function in wall-bounded flows. Physics of Fluids, 19, 038101(2007) [27] ABE, H. and ANTONIA, R. A. Relationship between the energy dissipation function and the skin friction law in a turbulent channel flow. Journal of Fluid Mechanics, 798, 140-164(2016) [28] AVSARKISOV, V., HOYAS, S., OBERLACK, M., and GARCIA-GALACHE, J. P. Turbulent plane Couette flow at moderately high Reynolds number. Journal of Fluid Mechanics, 751, R1(2014) [29] LEE, C. B. Possible universal transitional scenario in a flat plate boundary layer:measurement and visualization. Physical Review E, 62, 3659-3671(2000) [30] LEE, C. B. and WU, J. Z. Transition in wall-bounded flows. Applied Mechanics Reviews, 61, 030802(2008) [31] SMITS, A. J., MCKEON, B. J., and MARUSIC, I. High-Reynolds number wall turbulence. Annual Review of Fluid Mechanics, 43, 353-375(2011) [32] MARUSIC, I, MONTY, J. P., HULTMARK, M., and SMITS, A. J. On the logarithmic region in wall turbulence. Journal of Fluid Mechanics, 716, R3(2013) |