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Twinkle Rajiv Kumar Singh

Twinkle Rajiv Kumar Singh

LiveDNA ID: 91.25061
32 Publications
0 Editorial Roles
0 Projects

Education

Academic Background
  • Ph.D. Sardar Vallabhbhai National Institute of Technology, India Engineering Mathematics | Completed: 2008

Publications (32)

Selected Scholarly Contributions
Study on Atmospheric Internal Waves Phenomenon Model by Variational Iteration Transform Method
Jyoti U. Yadav, Twinkle R. Singh
Springer Proceedings in Physics | Book Chapter
10.1007/978-3-031-66874-6_9
Crossref
2024
Study of imbibition phenomenon in homogeneous porous medium model for oil recovery with temporal-fractional approach
Jyoti U. Yadav, Twinkle R. Singh
Journal of Applied Physics | Journal Article
10.1063/5.0169996
Crossref
2023
Note on the Crop Yield Forecasting Methods
R.K. Singh, T.R. Singh, U. Kaushal
Asian Journal of Agricultural Research | Journal Article
10.3923/ajar.2019.1.5
Crossref
2019
The combined approach to obtain approximate analytical solution of instability phenomenon arising in secondary oil recovery process.
Shah, K. and T. Singh,
Comput. Applied Math., | Journal Article
10.1007/s40314-017-0534-x
Self Twinkle Rajiv Kumar Singh
2018
The modified homotopy algorithm for dispersion phenomena.
Shah, K. and T. Singh,
Int. J. Applied Comput. Math., | Journal Article
10.1007/s40819-017-0382-9
Self Twinkle Rajiv Kumar Singh
2017
An approximate solution of θ-based richards’equation by combination of new integral transform and homotopy perturbation method.
Shah, K. and T. Singh,
J. Nig. Math. Soc., | Journal Article
Self Twinkle Rajiv Kumar Singh
2017
Solution of burger's equation in a one-dimensional groundwater recharge by spreading using q-homotopy analysis method.
Shah, K.,
Eur. J. Pure Applied Math., | Journal Article
Self Twinkle Rajiv Kumar Singh
2016
A study on analytic solution of Burger's equation arising in longitudinal dispersion phenomenon in groundwater flow.
Singh, T.,
Elixir Applied Math., | Journal Article
Self Twinkle Rajiv Kumar Singh
2015
Solution of coupled non-linear system by optimal homotopy analysis method.
Pathak, S.P. and T. Singh,
Int. J. Con. Comp. Infrom. Technol., | Journal Article
Self Twinkle Rajiv Kumar Singh
2015
A solution of the Burger's equation arising in the longitudinal dispersion phenomenon in fluid flow through porous media by mixture of new integral transform and homotopy perturbation method.
Shah, K. and T. Singh,
J. Geosci. Environ. Protect., | Journal Article
Self Twinkle Rajiv Kumar Singh
2015
Optimal homotopy analysis methods for solving the linear and nonlinear fokker-planck equations.
Pathak, S. and T. Singh,
Br. J. Math. Comput. Sci., | Journal Article
Self Twinkle Rajiv Kumar Singh
2015
Hematical modelling for detecting diabetes.
Singh, T.,
Int. J. Modern Math. Sci., | Journal Article
Self Twinkle Rajiv Kumar Singh
2014
A solution of boussinesq's equation for infiltration phenomenon in unsaturated porous media by Homotopy analysis method.
Patel, K.K., M.N. Mehta and T.R. Singh,
Int. Organ. Sci. Res., | Journal Article
Self Twinkle Rajiv Kumar Singh
2014
Application of homotopy analysis method in one-dimensional instability phenomenon arising in inclined porous media.
Patel, K.K., M.N. Mehta and T.R. Singh,
Am. J. Applied Math. Stat., | Journal Article
Self Twinkle Rajiv Kumar Singh
2014
A solution of one-dimensional dispersion phenomenon by homotopy analysis method.
Patel, K., M.N. Mehta and T.R. Singh,
Int. J. Mod. Eng. Res., | Journal Article
Self Twinkle Rajiv Kumar Singh
2013
A mathematical model of imbibition phenomenon in heterogeneous porous media during secondary oil recovery process.
Patel, K.R., M.N. Mehta and T.R. Patel,
Applied Math. Modell., | Journal Article
10.1016/j.apm.2012.06.015
Self Twinkle Rajiv Kumar Singh
2013
A series solution of moisture content in vertical groundwater flow through unsaturated heterogeneous porous media.
Patel, K., M.N. Mehta and T. Patel,
Int. J. Math. Eng., | Journal Article
Self Twinkle Rajiv Kumar Singh
2012
A solution of longitudinal dispersion of miscible fluid flow through porous media by Bender-Schmidt method.
Singh, T.,
Ultra Sci., | Journal Article
Self Twinkle Rajiv Kumar Singh
2012
The numerical solution of Burger’s equation arising into the irradiation of tumour tissue in biological diffusing system by homotopy analysis method.
Patel, T., M.N. Mehta and V.H. Pradhan,
Asian J. Applied Sci., | Journal Article
Self Twinkle Rajiv Kumar Singh
2012
An approximate solution of imbibition phenomenon in multiphase flow through porous media.
Patel, K.R., M.N. Mehta and T.R. Patel,
Int. J. Applied Math. Eng. Res., | Journal Article
Self Twinkle Rajiv Kumar Singh
2011
Power series solution of fingero-imbibition phenomenon in double phase flow through homogeneous porous media.
Patel, K., M.N. Mehta and T.R. Singh,
Int. J. Applied Math. Mech., | Journal Article
Self Twinkle Rajiv Kumar Singh
2011
The power series solution of fingering phenomenon arising in fluid flow through homogeneous porous media.
Patel, K.R., M.N. Mehta and T.R. Patel,
Int. J. Applic. Applied Math., | Journal Article
Self Twinkle Rajiv Kumar Singh
2011
The classical solution of burger's equation arises into the fingering phenomena in fluid flow through homogeneous porous media.
Singh, T.,
Applied Math., | Journal Article
10.5923/j.am.20110102.13
Self Twinkle Rajiv Kumar Singh
2011
A solution of the burger's equation arising into the instability phenomenon in fluid flow through porous media.
Patel, T. and M.N. Mehta,
Int. J. Applied Eng. Res., | Journal Article
Self Twinkle Rajiv Kumar Singh
2010
A solution of the burger's equation of the fingero-imbibition phenomenon in double phase flow through porous media.
Patel, T. and M.N. Mehta,
Int. J. Applied Sci. Comput., | Journal Article
Self Twinkle Rajiv Kumar Singh
2008
Simulation of an approximate solution of seepage of groundwater in porous media on sloping bedrock.
Patel, T. and M.N. Mehta,
Acta Ciencia Indica Math., | Journal Article
Self Twinkle Rajiv Kumar Singh
2007
A solution to the problem of seepage of groundwater flow in a heterogeneous porous media on slopping bedrock taking numerical approach.
Patel, T.,
Ultra Sci., | Journal Article
Self Twinkle Rajiv Kumar Singh
2006
A classical solution of the burger's equation arising into the imbibition phenomenon in double phase flow through homogeneous porous media.
Patel, T. and M.N. Mehta,
Int. J. Phys. Sci. Ultra Scient. Phys. Sci., | Journal Article
Self Twinkle Rajiv Kumar Singh
2006
The solution of seepage of groundwater flow in a heterogeneous porous media by using shooting method approach.
Patel, T. and M.N. Mehta,
J. Nanabha, | Journal Article
Self Twinkle Rajiv Kumar Singh
2006
A solution of Burger's equation type one dimensional ground water recharge by spreading in porous media.
Mehta, M.N. and T. Patel,
J. Indian Acad. Math., | Journal Article
Self Twinkle Rajiv Kumar Singh
2006
The classical solution of the Burger’s equation arising into the one dimensional ground water recharge by spreading in porous media.
Patel, T. and M.N. Mehta,
Varahmihir J. Math. Sci., | Journal Article
Self Twinkle Rajiv Kumar Singh
2005
A solution of the Burger's equation for longitudinal dispersion of miscible fluid flow through porous media.
Patel, T. and M.N. Mehta,
Indian J. Petroleum Geol., | Journal Article
Self Twinkle Rajiv Kumar Singh
2005