Fluctuating lift on a circular cylinder: review and new measurements

By C. Norberg. 2003

1,126 citations recorded by the source corpus.

Subfields: Computational Mechanics, Environmental Engineering

View Paper: https://www.semanticscholar.org/paper/7a3c808038c4f576b6e9df93b9396a58e63c8f28

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In Computational Mechanics

In Environmental Engineering

Citations in the corpus

Quantitative numerical analysis of flow past a circular cylinder at Reynolds number between 50 and 200 (2013, methodology): “The experiments of Norberg (2003) indicate that the one-sided spanwise correlation length of lift-related near wake velocity fluctuations in the inital transition regime (up to about Re = 220) is about 7 units.”
An experimental investigation on vortex induced vibration of a flexible inclined cable under a shear flow (2015, methodology): “As the Reynolds number changes with the height at different velocity profiles, the Strouhal number St zð Þ is calculated using the following formula (Norberg, 2003): St zð Þ ¼ 0:1853þ0:0261 exp 0:9 LR2”
Computation of vortex-induced vibrations of long structures using a wake oscillator model: Comparison with DNS and experiments (2007, background): “The Strouhal number St, drag coefficient CD and fluctuating lift coefficient CL0 may for instance be found in [16] as they are only related to wake dynamics of fixed cylinders.”
Unsteady aerodynamic forces estimation on a square cylinder by TR-PIV (2007, methodology): “A review of experimental measurements of fluctuating lift on a stationary cylinder is given by Norberg (2003), who also provides a comparison of Strouhal number and sectional rms lift coefficient obtained with two and 3D simulation data in the literature.”
Vortex-induced vibrations of a circular cylinder at low Reynolds numbers (2007, background): “More details on the blockage used for various experimental studies can be found in Norberg (2003) and Williamson & Govardhan (2004).”
Defining the ‘modified Griffin plot’ in vortex-induced vibration: revealing the effect of Reynolds number using controlled damping (2006, methodology): “In the case of the stationary cylinder in a flow, a compilation of lift coefficient (CL) data by Norberg (2003) shows a substantial increase in CL values over the Re range from 1000 to 200 000.”
Numerical simulation of an oscillating cylinder in a cross-flow at low Reynolds number: Forced and free oscillations (2009, background): “This latter is compared to the empirical expression derived by Norberg [30] and show a very good agreement.”
Steady Flow of Power Law Fluids across a Circular Cylinder (2008, background): “Consequently, over the years, a voluminous body of knowledge encompassing wide ranging phenomena associated with the fl ow over a cylinder and a sphere has emerged, albeit most of it relates to the fl ow of Newtonian fl uids (e.g. Chhabra, 1996, 2006; Clift et al., 1978; Coutanceau and Defaye, 1991;”
The performance of a self-excited fluidic energy harvester (2012, methodology): “07 have been experimentally measured at Reynolds numbers near 3000 [23].”