His primary areas of study are Heat transfer, Nanofluid, Rayleigh number, Natural convection and Thermodynamics. His Heat transfer study combines topics from a wide range of disciplines, such as Hartmann number, Lattice Boltzmann methods, Condensed matter physics and Richardson number. His study explores the link between Lattice Boltzmann methods and topics such as Nusselt number that cross with problems in Convection, Heat transfer enhancement and Boltzmann equation.
Gh.R. Kefayati works mostly in the field of Richardson number, limiting it down to concerns involving Combined forced and natural convection and, occasionally, Volume fraction. His Nanofluid research includes themes of Thermal conductivity and Coolant. In general Thermodynamics, his work in Convective heat transfer, Heat transfer coefficient and Bejan number is often linked to Chemistry linking many areas of study.
Gh.R. Kefayati focuses on Heat transfer, Natural convection, Rayleigh number, Lattice Boltzmann methods and Thermodynamics. The various areas that Gh.R. Kefayati examines in his Heat transfer study include Volume fraction, Hartmann number and Fluid dynamics. His work in the fields of Natural convection, such as Darcy number, intersects with other areas such as Porous medium.
His Rayleigh number research integrates issues from Lewis number, Entropy, Bejan number and Buoyancy. His work deals with themes such as Nusselt number, Turbulence, Condensed matter physics and Convection, which intersect with Lattice Boltzmann methods. The Richardson number and Laminar flow research Gh.R. Kefayati does as part of his general Thermodynamics study is frequently linked to other disciplines of science, such as Chemistry and Enclosure, therefore creating a link between diverse domains of science.
Gh.R. Kefayati mostly deals with Mechanics, Natural convection, Heat transfer, Rayleigh number and Lattice Boltzmann methods. When carried out as part of a general Mechanics research project, his work on Convection and Streamlines, streaklines, and pathlines is frequently linked to work in Viscoplasticity and Immersed boundary method, therefore connecting diverse disciplines of study. His Heat transfer research incorporates themes from Eckert number and Hartmann number.
His Rayleigh number study incorporates themes from Lewis number, Bejan number and Carreau fluid. Gh.R. Kefayati usually deals with Lattice Boltzmann methods and limits it to topics linked to Fluid dynamics and Cylinder. The study incorporates disciplines such as Grashof number, Combined forced and natural convection and Reynolds number in addition to Prandtl number.
Nor Azwadi Che Sidik;Isa Muhammad Adamu;Muhammad Mahmud Jamil;G.H.R. Kefayati
Gh.R. Kefayati
Gh.R. Kefayati;S.F. Hosseinizadeh;M. Gorji;H. Sajjadi
Gh.R. Kefayati
G.H.R. Kefayati
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Gh. R. Kefayati
Gh.R. Kefayati;M. Gorji-Bandpy;H. Sajjadi;D.D. Ganji
Beriache M'hamed;Nor Azwadi Che Sidik;Mohammad Noor Afiq Witri Muhammad Yazid;Rizalman Mamat
Gh.R. Kefayati
G.H.R. Kefayati;S.F. Hosseinizadeh;M. Gorji;H. Sajjadi
G.H.R. Kefayati;H. Tang
Gh.R. Kefayati
Gh.R. Kefayati
Gh.R. Kefayati
H. Sajjadi;M. Gorji;G. H. R. Kefayati;D. D. Ganji
G.H.R. Kefayati;Nor Azwadi Che Sidik
Unknown
Unknown
Gh.R. Kefayati
Gh. R. Kefayati
Gh.R. Kefayati;Gh.R. Kefayati;H. Tang
G.H.R. Kefayati
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