K N Rai
K N Rai
Institute Professor, IIT BHU Varanasi India
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Cited by
Cited by
Numerical simulation for heat transfer in tissues during thermal therapy
PK Gupta, J Singh, KN Rai
Journal of Thermal Biology 35 (6), 295-301, 2010
A numerical study on dual-phase-lag model of bio-heat transfer during hyperthermia treatment
P Kumar, D Kumar, KN Rai
Journal of thermal biology 49, 98-105, 2015
A multi-term fractional diffusion equation for oxygen delivery through a capillary to tissues
V Srivastava, KN Rai
Mathematical and Computer Modelling 51 (5-6), 616-624, 2010
Synthesis and characterization of a nanofiltration carbon membrane derived from phenol–formaldehyde resin
N Kishore, S Sachan, KN Rai, A Kumar
Carbon 41 (15), 2961-2972, 2003
Solution of the heat transfer problem in tissues during hyperthermia by finite difference–decomposition method
PK Gupta, J Singh, KN Rai, SK Rai
Applied Mathematics and Computation 219 (12), 6882-6892, 2013
Solution of fractional bioheat equations by finite difference method and HPM
J Singh, PK Gupta, KN Rai
Mathematical and Computer Modelling 54 (9-10), 2316-2325, 2011
Synthesis and characterization of rice husk silica, silica-carbon composite and H3PO4 activated silica
D Singh, R Kumar, A Kumar, KN Rai
Ceramica 54, 203-212, 2008
A study on thermal damage during hyperthermia treatment based on DPL model for multilayer tissues using finite element Legendre wavelet Galerkin approach
D Kumar, KN Rai
Journal of thermal biology 62, 170-180, 2016
A numerical study on heat transfer in tissues during hyperthermia
PK Gupta, J Singh, KN Rai
Mathematical and Computer Modelling 57 (5-6), 1018-1037, 2013
Numerical simulation of time fractional dual-phase-lag model of heat transfer within skin tissue during thermal therapy
D Kumar, KN Rai
Journal of Thermal Biology 67, 49-58, 2017
Analysis of classical Fourier, SPL and DPL heat transfer model in biological tissues in presence of metabolic and external heat source
D Kumar, S Singh, KN Rai
Heat and Mass Transfer 52 (6), 1089-1107, 2016
Convective-radiative fin with temperature dependent thermal conductivity, heat transfer coefficient and wavelength dependent surface emissivity
S Singh, D Kumar, KN Rai
Propulsion and Power Research 3 (4), 207-221, 2014
Prevalence of HTLV‐I‐associated T‐cell lymphoma
BJ Poiesz, LD Papsidero, G Ehrlich, M Sherman, S Dube, M Poiesz, ...
American journal of hematology 66 (1), 32-38, 2001
Finite element Legendre wavelet Galerkin approch to inward solidification in simple body under most generalized boundary condition
S Yadav, D Kumar, K Nath Rai
Zeitschrift für Naturforschung A 69 (10-11), 501-510, 2014
Homotopy perturbation method to space–time fractional solidification in a finite slab
J Singh, PK Gupta, KN Rai
Applied Mathematical Modelling 35 (4), 1937-1945, 2011
Numerical solution of non-linear dual-phase-lag bioheat transfer equation within skin tissues
D Kumar, P Kumar, KN Rai
Mathematical Biosciences 293, 56-63, 2017
A study on DPL model of heat transfer in bi-layer tissues during MFH treatment
D Kumar, P Kumar, KN Rai
Computers in Biology and Medicine 75, 160-172, 2016
Effect of metabolic heat generation and blood perfusion on the heat transfer in the tissues with a blood vessel
KN Rai, SK Rai
Heat and mass transfer 35 (1), 75-79, 1999
A computational solution of a phase-change material in the presence of convection under the most generalized boundary condition
V Chaurasiya, D Kumar, KN Rai, J Singh
Thermal Science and Engineering Progress 20, 100664, 2020
Wavelet Collocation Solution for Convective-Radiative Continuously Moving Fin with Temperature-Dependent Thermal Conductivity
S Singh, D Kumar, KN Rai
International Journal of Engineering and Advanced Technology 2 (4), 10-16, 2013
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