关注
Timir Karmakar
Timir Karmakar
Assistant Professor, Department of Mathematics, NIT Meghalaya
在 nitm.ac.in 的电子邮件经过验证 - 首页
标题
引用次数
引用次数
年份
Effect of anisotropic permeability on fluid flow through composite porous channel
T Karmakar, GP Raja Sekhar
Journal of Engineering Mathematics 100 (1), 33-51, 2016
252016
Squeeze-film flow between a flat impermeable bearing and an anisotropic porous bed
T Karmakar, GP Raja Sekhar
Physics of Fluids 30 (4), 2018
222018
A note on flow reversal in a wavy channel filled with anisotropic porous material
T Karmakar, GP Raja Sekhar
Proceedings of the Royal Society A: Mathematical, Physical and Engineering …, 2017
192017
Forced convection in a fluid saturated anisotropic porous channel with isoflux boundaries
T Karmakar, M Reza, GP Sekhar
Physics of Fluids 31 (11), 2019
132019
A non-primitive boundary element technique for modeling flow through non-deformable porous medium using Brinkman equation
CS Nishad, A Chandra, T Karmakar, GP Raja Sekhar
Meccanica 53, 2333-2352, 2018
122018
Effect of anisotropic permeability on convective flow through a porous tube with viscous dissipation effect
T Karmakar, GP Raja Sekhar
Journal of Engineering Mathematics 110 (1), 15-37, 2018
102018
Physics of unsteady Couette flow in an anisotropic porous medium
T Karmakar
Journal of Engineering Mathematics 130 (1), 8, 2021
82021
Lifting a large object from an anisotropic porous bed
T Karmakar, GP Raja Sekhar
Physics of Fluids 28 (9), 2016
82016
Multi-scale analysis of concentration distribution in unsteady Couette–Poiseuille flows through a porous channel
T Karmakar, S Barik, GP Raja Sekhar
Proceedings of the Royal Society A 479 (2269), 20220494, 2023
52023
Viscous flow around three-dimensional macroscopic cavities in a granular material
O Sano, T Karmakar, GPR Sekhar
Journal of Fluid Mechanics 931, A20, 2022
42022
Analysis of Brinkman-Forchheimer extended Darcy's model in a fluid saturated anisotropic porous channel.
T Karmakar, M Alam, GP Sekhar
Communications on Pure & Applied Analysis 21 (3), 2022
32022
A non-primitive boundary integral formulation for modeling flow through composite porous channel
CS Nishad, T Karmakar, A Chandra, GPR Sekhar
Engineering Analysis with Boundary Elements 109, 94-105, 2019
32019
Application of conformal mapping to two-dimensional flows in an anisotropic aquifer
N Ghosh, T Karmakar, GP Raja Sekhar
Indian Journal of Pure and Applied Mathematics 53 (3), 617-626, 2022
12022
Couette–Poiseuille flow of variable viscosity in a multilayered channel partially filled with a homogeneous anisotropic porous layer: Role of the glycocalyx in attenuating …
S Pramanik, T Karmakar
Physics of Fluids 36 (3), 2024
2024
Couette-Poiseuille flow in a fluid overlying an anisotropic porous layer
T Karmakar, M Alam, M Reza, GPR Sekhar
Computers & Mathematics with Applications 151, 346-358, 2023
2023
Two-phase modeling of fluid injection inside subcutaneous layer of skin
AS Pramanik, B Dey, T Karmakar, K Saha
International Journal of Engineering Science 192, 103935, 2023
2023
Viscous flow around three-dimensional macroscopic cavities in a granular material: asymptotic theory for two sufficiently distant spherical cavities of arbitrary configuration
O Sano, T Karmakar, GPR Sekhar
Journal of Fluid Mechanics 964, A6, 2023
2023
Two-phase Modeling of Fluid Injection Inside Subcutaneous Layer of Skin
A Salam Pramanik, B Dey, T Karmakar, K Saha
arXiv e-prints, arXiv: 2201.11673, 2022
2022
Effect of Anisotropic Permeability on Fluid Flow inside Linear and Non-Linear Porous Geometries
T Karmakar
IIT Kharagpur, 2019
2019
A Boundary Integral Equation (BIE) Method for Modeling Flow Through Non-deformable Porous Medium Using Brinkman Equation in Terms of Non-primitive Variables
CS Nishad, A Chandra, T Karmakar, GPR Sekhar
系统目前无法执行此操作,请稍后再试。
文章 1–20