Subhra Datta, Ph.D.
Affiliations: | 2007 | Northwestern University, Evanston, IL |
Area:
Mechanical EngineeringGoogle:
"Subhra Datta"Parents
Sign in to add mentorSandip Ghosal | grad student | 2007 | Northwestern | |
(Electroosmotic flow and dispersion in microfluidic separation systems.) |
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Publications
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Dewangan MK, Datta S. (2020) Effective permeability tensor of confined flows with wall grooves of arbitrary shape Journal of Fluid Mechanics. 891 |
Dewangan MK, Datta S. (2019) Improved asymptotic predictions for the effective slip over a corrugated topography Applied Mathematical Modelling. 72: 247-258 |
Dewangan MK, Datta S. (2018) Flow through microchannels with topographically patterned wall:A spectral theory for arbitrary groove depths European Journal of Mechanics - B/Fluids. 70: 73-84 |
Kumar A, Datta S, Kalyanasundaram D. (2017) Liquid Slippage in Confined Flows: Effect of Periodic Micropatterns of Arbitrary Pitch and Amplitude Journal of Heat Transfer. 140 |
Kumar A, Datta S, Kalyanasundaram D. (2016) Liquid slippage in confined flows: Effect of periodic micropatterns of arbitrary pitch and amplitude Asme 2016 5th International Conference On Micro/Nanoscale Heat and Mass Transfer, Mnhmt 2016. 1 |
Kumar A, Datta S, Kalyanasundaram D. (2016) Permeability and effective slip in confined flows transverse to wall slippage patterns Physics of Fluids. 28 |
Choudhary JN, Datta S, Jain S. (2015) Effective slip in nanoscale flows through thin channels with sinusoidal patterns of wall wettability Microfluidics and Nanofluidics. 18: 931-942 |
Asija P, Datta S. (2013) Modelling of Electrostatics in Nanofluidic Channels International Journal of Micro-Nano Scale Transport. 4: 133-146 |
Datta S, Choudhary JN. (2013) Effect of hydrodynamic slippage on electro-osmotic flow in zeta potential patterned nanochannels Fluid Dynamics Research. 45: 055502 |
Fissell WH, Conlisk AT, Datta S, et al. (2011) High Knudsen number fluid flow at near-standard temperature and pressure conditions using precision nanochannels Microfluidics and Nanofluidics. 10: 425-433 |