Effect of free rotation on the motion of a solid sphere in linear shear flow at moderate Re
By Prosenjit Bagchi, S. Balachandar. 2002
206 citations recorded by the source corpus.
Subfields: Computational Mechanics, Ocean Engineering
View Paper: https://www.semanticscholar.org/paper/08e1a7af5f4224d663502269f994ae679360e03b
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Computational Mechanics
- John K. Eaton
- Jochen Fröhlich
- Tobias Kempe
- T. L. Jackson
- Georges Akiki
- S. Balachandar
- T. Burton
- Qiang Yao
In Ocean Engineering
- John K. Eaton
- Tobias Kempe
- Jochen Fröhlich
- T. L. Jackson
- Georges Akiki
- S. Balachandar
- T. Burton
- Qiang Yao
Citations in the corpus
- Wall-induced forces on a rigid sphere at finite Reynolds number (2005, background): “The small effect of torque-free rotation on drag and lift forces, and hence on the translational motion of the sphere, over a wide Reynolds number range has been discussed in the context of an unbounded shear flow by Bagchi & Balachandar (2002).”
- An improved immersed boundary method with direct forcing for the simulation of particle laden flows (2012, methodology): “The computation of the rotational and translational motion of a spherical particle with the proposed method is now validated by comparison with the results obtained by the pseudospectral method of Bagchi & Balachandar [2].”
- Adhesive particulate flow: The discrete-element method and its application in energy and environmental engineering (2011, background): “Indeed, Bagchi and Balachandar [208] compared lift force for a particle immersed in a vortex flow field and one immersed in a linear shear flowwith the same vorticity, and observe an increase in lift force for the vortex by nearly two orders of magnitude.”
- Fully resolved simulations of particle-turbulence interaction (2003, methodology): “…1995, 1997; Chang & Maxey 1994, 1995; Magnaudet et al. 1995; Ghidersa & Dušek 2000; Mittal 2000; Tomboulides & Orszag 2000; Bagchi & Balachandar 2002 a–c), particles undergoing prescribed motion (see Mei 1994), and freely moving particles (see Kim et al. 1998; Bagchi & Balachandar 2002a , 2003b).”
- Pairwise interaction extended point-particle model for a random array of monodisperse spheres (2017, methodology): “A more detailed description on the numerical scheme can be found in Bagchi & Balachandar (2002a).”