Dr. Bali Ram Gupta

Ph. D. Supervision:

List of publication

(1) Stokes flow past a swarm of porous approximately spheroidal particles with Kuwabara  boundary condition, Acta Mechanica 203(3-4), pp 241-254, 2009.

(2) Drag on a porous sphere embedded in another porous medium, Journal of porous media, Vol. 13(11), pp 1009-1016, 2010.

(3)  Stokes flow of micropolar fluid past a porous sphere with non-zero boundary condition for microrotations, International journal of fluid mechanics research Vol. 37(5), pp 424-434 (2010).

(4)  Drag on a fluid sphere embedded in porous medium, Adv. Theor. Appl. Mech., Vol 3(1), pp 45-52 (2010).

(5) Axisymmetric creeping flow of a micropolar fluid over a sphere coated with a thin fluid film, Journal of Applied Fluid Mechanics, Vol. 6, No. 2, pp. 149-155, 2013.

(6) Drag on Reiner-Rivlin liquid sphere placed in a micro- polar fluid with non-zero boundary condition for microrotations, International Journal of Applied Mathematics and Mechanics, Volume 10, Issue 7, pp 90-103, October 2014.

(7)  Wall effects on Reiner-Rivlin liquid spheroid, Applied and Computational Mechanics, Volume 8, Issue 2, pp157-176, December 2014.

 (8)  Brinkman flow of a viscous fluid past a Reiner-Rivlin liquid sphere immersed in a saturated porous medium, Transport in Porous Media, Volume 107, Issue 3, pp 907-925, April 2015.

(9)  Stokes flow over composite sphere: Liquid core with permeable layer, Journal of Applied Fluid Mechanics., Volume 8, Issue 3, pp 339-350, July 2015.

(10) Stokes flow of micropolar fluid past a non-Newtonian liquid spheroid, International Journal of Fluid Mechanics Research, Vol. 42 Issue 2, pp 170-189, 2015.                       

(11)  Cell models for viscous flow past a swarm of Reiner–Rivlin liquid spherical drops, Meccanica, Volume 52, Issue 1-2, pp 69-89,  2017.

(12) Drag on a permeable sphere placed in a micropolar fluid with non-zero boundary condition for microrotations, Journal of applied mathematics and computational Mechanics, Volume 15, Issue 3, pp. 97–109, 2016.

 (13)  Stokes Flow over a Non‐Newtonian Encapsulated Drop of Another Liquid: Effect of Stress Jump, Journal of porous media, Vol. 20(9), pp.807–821, 2017.

(14) Motion of a permeable shell in a spherical container filled with non-Newtonian fluid, Applied Mathematics and Mechanics, Vol. 38 (12), pp.1697–1708,  2017.

(15)  Drag Experienced by a Composite Sphere in an Axisymmetric Creeping Flow of Micropolar Fluid,  Journal of Applied Fluid Mechanics,  Vol 11(4), pp.995–1004,  2018.

(16) Impact of Magnetic Field on the Creeping Flow Past a Slightly Deformed Sphere, JUET Research Journal of Science & Technology, Vol. 6, PP 22-28, 2020.

(17) Creeping flow around a spherical particle covered by semipermeable shell in presence of magnetic field, IOP Conf. Ser.: Mater. Sci. Eng., Vol. 1136, June 2021.

(18) Magnetic effect on the creeping flow around a slightly deformed semipermeable sphere”, Archive of Applied Mechanics, Vol 92, pp. 241–254 , 2022.

(19) Slip at the surface of slightly deformed sphere in MHD flow, Special Topics & Reviews in Porous Media, Vol 13(1), pp.1-14,   2022.

(20)  Impact of Magnetic Field on the Flow of a Conducting Fluid Past an Impervious Spheroid Embedded in Porous Medium, Int. J. Appl. Comput. Math 8 (3), 2022.

(21)  Drag exerted by a micropolar fluid on a dense swarm of permeable spherical particles, Archive of Applied Mechanics, Vol 92, pp.3417-3431, 2022.

Patents:

1)      AI based air traffic control system, 2023, Design number 379398-001.

2)      Revolutionizing Bio-Mechanics and Fluid Dynamics with AI in the New Era, 2025, 202541014777 A.