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MUHAMMAD HAMID 37

Professor
Supervisor of Master's Candidates


Main Positions:Professor
Gender:Male
Alma Mater:School of Mathematical Sciences
Status:在岗
School/Department:Peking University
Administrative Position:722 Oufang Building
Discipline:Computational Mathematics
Business Address:722 Oufang Building
Contact Information:mhamid@nuist.edu.cn mhamid@pku.edu.cn mhamid@fudan.edu.cn

Honors and Titles:

2024-01-12   Jiangsu Province Entrepreneurship and Entrepreneurship SC Doctor Award, China

2023-10-27   Top 2% of Scientists at Stanford University in the World 2022

2023-09-11   Nanjing University of Information Science & Technology Graduate Tutor Training Certificate

2022-10-24   Top 2% of scientists at Stanford University in the world 2021

2022-06-06   Selected into the Jiangsu Longshan Scholars (High-level Talents) Program

2022-06-04   International Exchange Fellowship Program (YJ20200062), Postdoctoral Fellow at Fudan University, Shanghai, China (2020-2022)

2022-02-09   Fudan University Outstanding Postdoctoral Award (Nominated)

2021-10-22   Top 2% of scientists at Stanford University in the world

2021-09-24   Participation in the Heidelberg Laureate Forum (8th HLF-2021) [selected from over 900 applicants]

2020-09-25   Participation in the Heidelberg Laureate Forum (8th vHLF-2020) [selected from over 900 applicants]

2020-06-15   Excellent Graduate Student Award by Peking University

2020-03-11   Chinese Government Outstanding International Student Award

2019-12-24   PKU International Student Academic Award

2019-12-09   Scientific Research Award by Peking University

2019-12-06   School of Mathematical Sciences Peking University Jiukun Scholarship Award

2019-11-23   Outstanding Research Achievements Honour by Embassy of Pakistan in Beijing

2016-07-08   Chinese Government Scholarship

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Current Position: Home >> Scientific Research >> Research Field
Research Field

Geometry / Manifolds and Geodesics

1.      M. HamidW. Wang, A symmetric property in the enhanced common index jump theorem with applications to the closed geodesic problem, Discrete & continuous dynamical systems (AIMS Science), 42(4) (2022): 1933–1948.


Numerical/Spectral methods; Numerical solutions of differential equations

1.      M. Hamid, M. Usman, Z. F. Tian, Computational analysis for fractional characterization of coupled convection-diffusion equations arise in MHD flows, Applied mathematics and mechanics (English edition), 44(4) (2023): 669-692.

2.      M. Hamid, M. Usman, Y. P. Yan, Z. F. Tian, A computational numerical algorithm for thermal characterization of fractional unsteady free convection flow in an open cavity, Chaos, solitons and fractals, 166 (2023). [1, Top期刊].

3.      M. Hamid, M. Usman, R. U. Haq, Z. F. Tian, W. WangLinearized stable spectral method to analyze two-dimensional nonlinear evolutionary and reaction-diffusion models, Numerical methods for partial differential equations, (2022).

4.      M. Hamid, M. Usman, Y. P. Yan, Z. F. Tian, An efficient numerical scheme for fractional characterization of MHD fluid model, Chaos, solitons and fractals, 162 (2022): 112475. [1, Top期刊].

5.      M. Hamid, M. Usman, W. Wang, Z. F. Tian, A stable computational approach to analyze semi-relativistic behavior of fractional evolutionary problemsNumerical methods for partial differential equations, (2022). [3].

6.    M. Hamid, M. Usman, R. U. Haq, Z. F. Tian, A spectral approach to analyze the nonlinear oscillatory type fractional-order differential equationsChaos, solitons and fractals, 146 (2021). [1, Top期刊].

7.    M. Mehmood, M. Hamid*, S. Ashraf, Z. F. Tian, Galerkin time discretization for transmission dynamics of HBV with non-linear saturated incidence rate, Applied mathematics and computations, 410 (2021) 126481.


Thermodynamics and Fluid Mechanics

1.      M. Hamid, M. Usman, W. A. Khan, R. U. Haq, Z. F. Tian, Characterizing natural convection and thermal behavior in a square cavity with curvilinear corners and central circular obstacles, Applied thermal engineering, 248 (2024): 123133[T1, 1, Top期刊].

2.      M. Hamid, M. Usman, W. A. Khan, Z. F. Tian, Natural convection and multidirectional magnetic field inside a square shaped cavity with sinusoidal temperature and heated/cold blocks, International communications in heat and mass transfer, (2024). [1, Top期刊].

3.      M. Hamid, Z. H. Khan, W. A. Khan, Z. F. Tian, Natural convection inside a trapezoidal cavity under multidirectional magnetic impacts: Finite element characterization, Physics of fluids, 35(9) (2023): 093618. [1, Top期刊].

4.    M. Hamid, Z. H. Khan, W. A. Khan, R. U. Haq, Natural convection of water-based carbon nanotubes in partially heated rectangular fin-shaped cavity with inner cylindrical obstacle, Physics of fluids, 31 (2019): 103607. [1, To期刊].

5.    M. Hamid, M. Usman, Z. H. Khan, R. U. Haq, W. Wang, Heat transfer and flow analysis of Casson fluid in a partially heated trapezoidal cavity, International communications in heat and mass transfer, 108 (2019): 104284. [1, Top期刊].

4.    M. Hamid, M. Usman, R. U. Haq, W. Wang, Shape effects of MoS2 nanoparticles on rotating flow of nanofluid in three-dimension over a stretching surface with dependent thermal conductivity, International journal of heat and mass transfer, 124 (2018): 706-714. [1].

5.    Z. H. Khan, M. Hamid*, W. A. Khan, L. Sun, H. Liu, Thermal nonequilibrium natural convection in a trapezoidal porous cavity with heated cylindrical obstacles, International communications on heat and mass transfer, 126 (2021). [1, Top期刊].

6.    Z. H. Khan, W. A. Khan, M. A. Shermet, M. Hamid*, M. Du, Irreversibilities in a natural convection inside a right-angled trapezoidal cavity with sinusoidal wall temperature, Physics of fluids, (2021). [1, Top期刊].

7.    Z. H. Khan, W. A. Khan, M, Usman, R. U. Haq, M. Hamid*, Effects of volume fraction on water-based carbon nanotubes flow in a right-angle trapezoidal cavity: FEM analysis, International communications in heat and mass transfer, 116 (2020): 104640. [1, Top期刊].


Soliton Solution of PDEs

1.      M. Hamid, M. Usman, T. Zubair, R. U. Haq, A. Shafee, An efficient analysis for N-soliton, Lump and Lump-kink solutions of time-fractional (2+1)-Kadomtsev-Petviashvili equationPhysica A: Statistical mechanics and its applications, 528 (2019) 121320.