Accurate computations of the laminar flow past a square cylinder based on two different methods : lattice-Boltzmann and finite-volume

By Michael Breuer, J. Bernsdorf, T. Zeiser, Franz Durst. 2000

471 citations recorded by the source corpus.

Subfields: Aerospace Engineering, Computational Mechanics

View Paper: https://www.semanticscholar.org/paper/f10e0b775a28ba57956d382d3a94aa20b533edc9

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Aerospace Engineering

1. Shashi Kumar
2. Atul Sharma
3. Amit Agrawal
4. Wei Shyy
5. Li-Shi Luo
6. Renwei Mei
7. Dazhi Yu
8. K. Breuer

In Computational Mechanics

1. Li-Shi Luo
2. Renwei Mei
3. Wei Shyy
4. Dazhi Yu
5. Subhankar Sen
6. Gautam Biswas
7. Shashi Kumar
8. Atul Sharma

Citations in the corpus

• Flow past a square cylinder at low Reynolds numbers (2011, methodology): “[10] conjectured that the steady separation of laminar boundary layer for a square cylinder commences at a Reynolds number smaller than the value for a circular cylinder [11, 12].”
• A general model for the permeability of fibrous porous media based on fluid flow simulations using the lattice Boltzmann method (2009, background): “They present an empirical relationship for the permeability as a function of the porosity, based on a fit to their data, for porosities in the range 0.4 < / < 0.95: K a2 ¼ 5:55 e10:1ð1 /Þ 1 ð3Þ Clague et al. [37] also studied the permeability of three-dimensional ordered and disordered fibrous…”
• Investigation of flow around a pair of side-by-side square cylinders using the lattice Boltzmann method (2006, methodology): “The wake of a square cylinder is qualitatively similar to that of a circular cylinder, the Karman street first appearing at Re 60 [4].”
• Viscous flow computations with the method of lattice Boltzmann equation (2003, methodology): “The LBE has been successfully tested for various laminar flows such as channel with expansions [180], cavity flows [76,120], flows past a circular cylinder [78,79] and a square cylinder [180] and flow over airfoil [84,181].”
• Topology optimization of flow domains using the lattice Boltzmann method (2007, unknown): “Breuer et al. (2000) , He and Doolen (1997a,b), and”
• Simulation of flow around a row of square cylinders (2008, background): “Breuer et al. (2000) and Norberg (see Sohankar et al. 1997) found St = 0.132, for flow past a single cylinder at a Reynolds number of 80, which compares favourably (within 4”
• Turbulent flow around a square cylinder at Reynolds number 22,000: A DNS study (2015, background): “For instance, a set of 2D simulations for a square cylinder at Re ≤ 300 were performed in [23].”
• A Numerical Study of Fluid Flow and Heat Transfer over a Bank of Flat Tubes (2005, methodology): “Breuer [ 18 ] investigated in detail the confined flow around a cylinder of square cross section mounted inside a plane channel (blockage ratio B  = 1/8) by two entirely different numerical techniques, a lattice-Boltzmann automata (LBA) method and a finite-volume method (FVM).”
• Low-order modelling of laminar flow regimes past a confined square cylinder (2004, methodology): “The numerical results are validated by comparing the Strouhal–Reynolds curve we obtained to those in the literature (Breuer et al. 2000; Mukhopadhyay, Biswas & Sundararajan 1992), as shown in figure 2(a).”