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Issue Date	Title	Author(s)
2019-06	Radiation Effect on MHD Blood Flow Through a Tapered Porous Stenosed Artery with Thermal and Mass Diffusion	Sharma, Bhupendra Kumar
2017	Heat Source and Soret Effects on Megneto-Micropolar Fluid Flow with Variable Permeability and Chemical Reaction	Sharma, Bhupendra Kumar
2017-05	Flow characteristics of MHD oscillatory two-phase blood flow through a stenosed artery with heat and mass transfer	Sharma, Bhupendra Kumar
2017-09	Role of Slip Velocity in a Magneto-Micropolar Fluid Flow from a Radiative Surface with Variable Permeability: A Numerical Study	Sharma, Bhupendra Kumar
2018-02	Nanofluid (H 2 O-Al 2 O 3 /CuO) flow over a heated square cylinder near a wall under the incident of Couette flow	Sharma, Bhupendra Kumar
2011-11	Unsteady flow through porous medium induced by periodically rotating half-filled horizontal concentric cylindrical annulus with heat transfer	Sharma, Bhupendra Kumar
2011-01	Hydromagnetic forced flow between a rotating disc and a naturally permeable stationary porous disc saturated with fluid	Sharma, Bhupendra Kumar
2012	Three-dimensional mixed convection flow past an infinite vertical plate with constant surface heat flux	Sharma, Bhupendra Kumar
2014-09	This paper discusses the use of an approximated charge carrier density to model an organic thin-film transistor (OTFT) using a double exponential density of states. Traditionally, published work employs a single exponential density of states and Gaussian density of states. On the contrary, this paper employs a double exponential density of states in the Fermi integral to evaluate the charge carrier density for the OTFT. We consider two exponential density of states, one rateled to the tail region and one to a deep region, in addition to various associated parameters. The distribution of localized trap states between the highest and lowest orbital is expressed as a density of states, one for the tail states and one for the deep states. Tail states are better described by the Gaussian function, while deep states are better described by the exponential density of states. Therefore, if we require that the two regions be defined by a single function, then the function should be a sum of the two, the exponential and the Gaussian, to more accurately describe the complete region. The double exponential density of states is employed to evaluate and approximate the Fermi integral using various mathematical methods, so that the error is lower for various parameters.	Sharma, Bhupendra Kumar
2017	Thermal and mass diffusion on hydromagnetic flow from a vertical surface with induced magnetic field	Sharma, Bhupendra Kumar