Slotnick J, Khodadoust A, Alonso J, et al. Cfd vision 2030 study: a path to revolutionary computational aerosciences: Nasa. tech. rep. NASA; 2014.
Vita G, Hemida H, Andrianne T, et al. Generating atmospheric turbulence using passive grids in an expansion test section of a wind tunnel. J Wind Eng Indus Aerodyn. 2018; 178: 91–104.
Hinze J., Turbulence: McGraw-Hill Series in Mechanical Engineering. New York: McGraw-Hill; 1975.
Batchelor GK., The theory of homogeneous turbulence. Cambridge: Cambridge University Press; 1953.
Roach P., The generation of nearly isotropic turbulence by means of grids. Int J Heat Fluid Flow. 1987; 8 (2): 82–92.
Hurst D, Vassilicos JC., Scalings and decay of fractal-generated turbulence. Phys Fluids. 2007; 19 (3): 035–103.
Laizet S, Vassilicos JC., Dns of fractal-generated turbulence. Flow Turbul Combust. 2011; 87 (4): 673–705.
Dhamankar NS, Blaisdell GA, Lyrintzis AS., Overview of turbulent inflow boundary conditions for large-eddy simulations. AIAA J. 2018; 56 (4): 1317–1334.
Tabor G, Baba-Ahmadi M., Inlet conditions for large eddy simulation: a review. Comput Fluids. 2010; 39 (4): 553–567.
Keating A, Piomelli U, Balaras E, et al. A priori and a posteriori tests of inflow conditions for large-eddy simulation. Phys Fluids. 2004; 16 (12): 4696–4712.
Davidson L., Hybrid les-rans: inlet boundary conditions for flows with recirculation. In: Peng S-H, Haase W, editors. Advances in hybrid RANS-LES modelling. Berlin: Springer; 2008. p. 55–66.
Klein M, Sadiki A, Janicka J., A digital filter based generation of inflow data for spatially developing direct numerical or large eddy simulations. J Comput Phys. Apr. 2003; 186: 652–665.
Lund TS, Wu X, Squires KD., Generation of turbulent inflow data for spatially-developing boundary layer simulations. J Comput Phys. 1998; 140 (2): 233–258.
Mann J., The spatial structure of neutral atmospheric surface-layer turbulence. J Fluid Mech. 1994; 273: 141–168.
Munters W, Meneveau C, Meyers J., Turbulent inflow precursor method with time-varying direction for large-eddy simulations and applications to wind farms. Boundary Layer Meteorol. 2016; 159 (2): 305–328.
Arolla SK., Inflow turbulence generation for eddy-resolving simulations of turbomachinery flows. J Fluids Eng. 2015; 138 (3): 031201.
Sillero JA, Jiménez J, Moser RD., One-point statistics for turbulent wall-bounded flows at Reynolds numbers up to. Phys Fluids. 2013; 25 (10): 00–00.
Peskin CS., Flow patterns around heart valves: a numerical method. J Comput Phys. 1972; 10 (2): 252–271.
Foti D, Yang X, Campagnolo F, et al. On the use of spires for generating inflow conditions with energetic coherent structures in large eddy simulation. J Turbulence. 2017; 18 (7): 611–633.
Sørensen J, Shen W., Numerical modeling of wind turbine wakes. J Fluids Eng. 2002; 124 (2): 393–399.
Nicoud F, Toda HB, Cabrit O, et al. Using singular values to build a subgrid-scale model for large eddy simulations. Phys Fluids. 2011; 23 (8): 085–106.
Peet Y, Fischer P, Conzelmann G, et al. Actuator line aerodynamics model with spectral elements. 51st AIAA Aerospace Sciences Meeting including the New Horizons Forum and Aerospace Exposition; 2013. p. 1210.
Glauert H., Airplane propellers. In: Durand WF, editor. Aerodynamic theory. Vol. IV. 1935. p. 169–360.
Benard P, Viré A, Moureau V, et al. Large-eddy simulation of wind turbines wakes including geometrical effects. Comput Fluids. 2018; 173: 133–139.
Troldborg N, Sørensen JN, Mikkelsen R., Numerical simulations of wake characteristics of a wind turbine in uniform inflow. Wind Energy. 2010; 13: 86–99.
Martínez-Tossas LA, Churchfield MJ, Meneveau C., Optimal smoothing length scale for actuator line models of wind turbine blades based on Gaussian body force distribution. Wind Energ. 2017; 0: 00–00.
Moureau V, Domingo P, Vervisch L., Design of a massively parallel cfd code for complex geometries. Comptes Rendus Mécanique. 2011; 339 (2–3): 141–148.
Kraushaar M., Application of the compressible and low-Mach number approaches to large-Eddy simulation of turbulent flows in aero-engines [PhD thesis]. INPT; 2011.
Chorin AJ., Numerical solution of the Navier-Stokes equations. Math Comp. 2013; 22: 745–762.
Malandain M, Maheu N, Moureau V., Optimization of the deflated conjugate gradient algorithm for the solving of elliptic equations on massively parallel machines. J Comput Phys. 2013; 238: 32–47.
Moureau V, Domingo P, Vervisch L., From large-eddy simulation to direct numerical simulation of a lean premixed swirl flame: filtered laminar flame-pdf modeling. Combust Flame. 2011; 158 (7): 1340–1357.
Lesage F, Gartshore L., A method of reducing drag and fluctuating side force on bluff bodies. J Wind Eng Indust Aerodynamics. 1987; 25: 229–245.
Knisely C., Strouhal numbers of rectangular cylinders at incidence: a review and new data. J Fluids Struct. 1990; 4: 371–393.
Vickery B., Fluctuating lift and drag on a long cylinder of square cross-section in a smooth and in a turbulent stream. J Fluid Mech. 1966; 25 (3): 481–494.
Fukumoto H, Aono H, Tanaka M., Significance of computational spanwise domain length on LES for the flowfield with large vortex structure. 54th AIAA Aerospace Sci Meeting. 2016: 1–16. https://doi.org/10.2514/6.2016-0336.
Duprat C, Balarac G, Métais O, et al. A wall-layer model for large-eddy simulations of turbulent flows with/out pressure gradient. Physics of Fluids. 2011; 23 (1): 00–00.
Williamson CH, Roshko A., Vortex formation in the wake of an oscillating cylinder. J Fluids Struct. 1988; 2 (4): 355–381.
Guedot L, Lartigue G, Moureau V., Design of high-order implicit filters on unstructured grids for the identification of large-scale features in large-eddy simulations. Direct Large-Eddy Simul IX. 2015; 20: 81–87.
Legrand N, Lartigue G, Moureau V., A multi-grid framework for the extraction of large-scale vortices in large-Eddy simulation. J Comput Phys. 2017; 349: 528–560.
Jones GW, Cincotta JJ, Walker WR., Aerodynamic forces on a stationary and oscillating circular cylinder at high Reynolds numbers. NASA technichal report; 1969.
Fiabane L, Gohlke M, Cadot O., Characterization of flow contributions to drag and lift of a circular cylinder using a volume expression of the fluid force. European J Mech–B/Fluids. 2011; 30 (3): 311–315.
Zhao J, Hourigan K, Thompson MC., Flow-induced vibration of D-section cylinders: an afterbody is not essential for vortex-induced vibration. J Fluid Mech. 2018; 851: 317–343.
Mühle F, Schottler J, Bartl J, et al. Blind test comparison on the wake behind a yawed wind turbine. Wind Energy Sci. 2018; 3 (2): 883–903.
Sætran L, Mühle F, Bartl J, et al. Invitation to the 2017 ‘blind test 5’ workshop the wake behind a yawed wind turbine; 2018. Available from: http://doi.org/10.5281/zenodo.1218555.
Alam MM, Zhou Y, Wang X., The wake of two side-by-side square cylinders. J Fluid Mech. 2011; 669: 432–471.
Martinuzzi R, Bailey S, Kopp G., Influence of wall proximity on vortex shedding from a square cylinder. Exp Fluids. 2003; 34 (5): 585–596.
Chatterjee D, Biswas G., Dynamic behavior of flow around rows of square cylinders kept in staggered arrangement. J Wind Eng Indust Aerodynamics. 2015; 136: 1–11.
Passot T, Pouquet A., Numerical simulation of compressible homogeneous flows in the turbulent regime. J Fluid Mech. 1987; 181: 441–466.
Ciri U, Petrolo G, Salvetti MV, et al. Large-eddy simulations of two in-line turbines in a wind tunnel with different inflow conditions. Energies. 2017; 10: 1–23.
Lumley JL, Newman GR., The return to isotropy of homogeneous turbulence. J Fluid Mech. 1977; 82 (1): 161–178.
Banerjee S, Krahl R, Durst F, et al. Presentation of anisotropy properties of turbulence, invariants versus eigenvalue approaches. J Turbulence. 2007; 8: 1–27.
Qu X, Zhang Y, Lu X, et al. Unsteady effects of periodic wake passing frequency on aerodynamic performance of ultra-high-lift low pressure turbine cascades. Phys Fluids. 2019; 31 (9): 094–102.