Costas D. Dimitropoulos, Ph.D.
Affiliations: | 2000 | University of Delaware, Newark, DE, United States |
Area:
Chemical Engineering, Fluid and Plasma Physics, MathematicsGoogle:
"Costas Dimitropoulos"Parents
Sign in to add mentorAntony N. Beris | grad student | 2000 | University of Delaware | |
(Efficient spectral simulations of complex non-linear and time-dependent flows.) |
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Publications
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Dimitropoulos CD, Dublief Y, Shaqfeh ESG, et al. (2006) Direct numerical simulation of polymer-induced drag reduction in turbulent boundary layer flow of inhomogeneous polymer solutions Journal of Fluid Mechanics. 566: 153-162 |
Paschkewitz JS, Dimitropoulos CD, Hou YX, et al. (2005) An experimental and numerical investigation of drag reduction in a turbulent boundary layer using a rigid rodlike polymer Physics of Fluids. 17: 1-17 |
Dimitropoulos CD, Dubief Y, Shaqfeh ESG, et al. (2005) Direct numerical simulation of polymer-induced drag reduction in turbulent boundary layer flow Physics of Fluids. 17: 011705 |
Paschkewitz JS, Dubief Y, Dimitropoulos CD, et al. (2004) Numerical simulation of turbulent drag reduction using rigid fibres Journal of Fluid Mechanics. 518: 281-317 |
Dimitropoulos CD, Sureshkumar R, Beris AN, et al. (2001) Budgets of Reynolds stress, kinetic energy and streamwise enstrophy in viscoelastic turbulent channel flow Physics of Fluids. 13: 1016-1027 |
Beris AN, Dimitropoulos CD. (1999) Pseudospectral simulation of turbulent viscoelastic channel flow Computer Methods in Applied Mechanics and Engineering. 180: 365-392 |
Dimitropoulos CD, Sureshkumar R, Beris AN. (1998) Direct numerical simulation of viscoelastic turbulent channel flow exhibiting drag reduction: Effect of the variation of rheological parameters Journal of Non-Newtonian Fluid Mechanics. 79: 433-468 |
Dimitropoulos CD, Edwards BJ, Chae KS, et al. (1998) Efficient Pseudospectral Flow Simulations in Moderately Complex Geometries Journal of Computational Physics. 144: 517-549 |
Dimitropoulos CD, Beris AN. (1997) An efficient and robust spectral solver for nonseparable elliptic equations Journal of Computational Physics. 133: 186-191 |