Faculty Profile

Dr Mohammad Khayrul Hasan

Professor

Contact Information

  • Office Address: Department of Mathematics, Shahjalal University of Science and Technology, Sylhet-3114, Bangladesh
  • Phone: +8801716284646
  • Email: khayrul-mat@sust.edu, khayrulmat@gmail.com

Education

  • Ph. D.

Research Interests

  • GRMHD, Theory of Relativity, Astrophysics

External Affiliations

  • Life member of Bangladesh Mathematics Society, Member of SUST Mathematics Alumni Association

Journal Publications

  • 1. Reissner-Nordstrom metric violates weak equivalence principle by rotation
  • 2. Rotation induced break down of weak equivalence principle in Schwarzschild−(anti-)de sitter geometry
  • 3. Unthermal charged Massive Hawking radiation from a Reissner-Nordstrom-de Sitter black hole
  • 4. Dispersion Relations for a Cold Plasma around a Schwarzschild Anti-de Sitter Black Hole
  • 5. Wave Properties of Isothermal Plasma around Schwarzschild Anti-de Sitter Black Hole
  • 6. An application of nested Newton-type algorithm for finite difference method solving Richards' equation
  • 7. An investigation of temporal adaptive solution of Richards’ equation for sharp front problems
  • 8. Accurate and economical solution of Richards' equation by the method of lines and comparison of the computational performance of ODE solvers
  • 9. Cold Plasma Wave Dispersion around the Horizon of Reissner-Nordstrm-de Sitter Black Hole
  • 10. Dispersion Relations for Cold Plasma around the Horizon of Schwarzschild-de Sitter Black Hole
  • 11. An analysis of wave properties of isothermal plasma around Reissner-Nordstrm black hole
  • 12. Dispersion Relations for Cold Plasmas Around Reissner-Nordstrm Black Holes
  • 13. Dispersion Relations for Isothermal Plasma around the Horizon of Reissner-Nordstrm-de Sitter Black Hole
  • 14. Wave Properties of Cold Plasma around the Event Horizon of a De Sitter Black Hole
  • 15. Investigation of Waves Propagating in Isothermal Plasma Around de Sitter Black Hole
  • 16. Dispersion Relations for Isothermal Plasma around Schwarzschild-de Sitter Black Hole
  • 17. On the development of efficient schemes for integration of bivariate polynomial over a 2-square in space-an application to inviscid flow problem
  • 18. Explicit formula to evaluate the bivariate polynomials by use of Hornor’s method – an application to finite element integration process
  • 19. Integrated expressions related to the sectional finite element stiffness matrices

Conference

Book/ Book Chapter

Teaching

  • Lecturer (1999-2002), Assistant Professor (2002-2012), Associate Professor (2012-2015), and Professor (2015 till to date)