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Showing 7 out of a total of 7 results for collection: Department of Mathematical Science.
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Exact and approximate solutions of a phase change problem with moving phase change material and variable thermal coefficients
Singh, Abhishek Kumar
;
Kumar, Ajay
;
Rajeev
(
Elsevier B.V.
,
2018-12-19
)
A Stefan problem with variable thermal coefficients and moving phase change material
Abhishek Kumar Singh
;
Ajay Kumar
;
Rajeev
(
Elsevier B.V.
,
2018-09-13
)
A moving boundary problem with variable specific heat and thermal conductivity
Kumar, Ajay
;
Singh, Abhishek Kumar
;
Rajeev
(
Elsevier B.V.
,
2020-01
)
A Stefan problem with temperature and time dependent thermal conductivity
Ajay, Kumar
;
Singh, Abhishek Kumar
;
Rajeev
(
Elsevier B.V
,
2020-01
)
A study of fractional order dual-phase-lag bioheat transfer model
Kumar, M.
;
Rai, K.N.
;
Rajeev
(
Elsevier Ltd
,
2020-10
)
Numerical solution of two-dimensional nonlinear fractional order reaction-advection-diffusion equation by using collocation method
Singh, M.
;
Das, S.
;
Rajeev
;
Craciun, E.-M.
(
Sciendo
,
2021-06-01
)
A Numerical study for inward solidification of a liquid contained in cylindrical and spherical vessel
Rajeev
;
Das, S.
(
2010
)
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Author
Rajeev (7)
Singh, Abhishek Kumar (3)
Das, S. (2)
Kumar, Ajay (2)
Abhishek Kumar Singh (1)
Ajay Kumar (1)
Ajay, Kumar (1)
Craciun, E.-M. (1)
Kumar, M. (1)
Rai, K.N. (1)
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Subject
advection (1)
Bioheat (1)
Chebyshev polynomial; (1)
diffusion (1)
DPL model (1)
Hermite function (1)
Hypergeometric function (1)
Hyperthermia (1)
Inward solidification in cylindrical/spherical region; (1)
Moving boundary problem (1)
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Date Issued
2020 - 2021 (4)
2010 - 2019 (3)
Has File(s)
Yes (7)