Yasser Hamada | Nuclear Reactor Theory | Excellence in Research

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Assoc Prof Dr. Yasser Hamada | Nuclear Reactor Theory | Excellence in Research

šŸ‘Øā€šŸ«Profile Summary

Yasser Mohamed Hamada is an Assistant Professor of Applied Mathematics at Tanta University’s Faculty of Science. Born on August 30, 1973, in Egypt, he holds a Ph.D. in Applied Mathematics and specializes in Quantum Mechanics and the Theory of Nuclear Reactors. With an h-index of 10, he has authored numerous publications in prestigious journals, focusing on computational methods for neutron diffusion systems. Currently affiliated with Suez Canal University, Hamada is recognized for his expertise in numerical methods and stability analysis for reactor kinetics equations. He is also an experienced educator with over a decade of service at Suez Canal University and previous experience in Bahrain. Additionally, Hamada is an accomplished author of scientific books and an active YouTube channel creator.

 

šŸŒ Professional Profiles

 

 

šŸŽ“ Academic Journey

B.Sc in Major Mathematics (1995), M.Sc in Applied Mathematics (2003), PhD in Applied Mathematics (2009)

šŸ† Highest Attainment

  • Assistant Prof. in Applied Mathematics since 2018

šŸ” Specific Specialization

  • Applied Mathematics
  • Quantum Mechanics ā€“ Theory of Nuclear Reactors

 

 

šŸ“šTop Noted Publication

 

Power series solution (PWS) of nuclear reactor dynamics with Newtonian temperature feedback Paper Published in 2003 Cited by 74

PWS: an efficient code system for solving space-independent nuclear reactor dynamics Paper Published in 2002 Cited by 60

Generalized Rungeā€“Kutta method for two-and three-dimensional spaceā€“time diffusion equations with a variable time step Paper Published in 2008 Cited by 49

Computation accuracy and efficiency of a power series analytic method for two-and three-space-dependent transient problems Paper Published in 2009 Cited by 27

Modified fractional neutron point kinetics equations for finite and infinite medium of bar reactor core Paper Published in 2017 Cited by 27

Solution of a new model of fractional telegraph point reactor kinetics using differential transformation method Paper Published in 2020 Cited by 23

Confirmation of accuracy of generalized power series method for the solution of point kinetics equations with feedback Paper Published in 2013 Cited by 22

Nonstandard finite difference schemes for numerical solution of the fractional neutron point kinetics equations Paper Published in 2017 Cited by 16

Trigonometric Fourier-series solutions of the point reactor kinetics equations Paper Published in 2015 Cited by 21

Generalized power series method with step size control for neutron kinetics equations Paper Published in 2011 Cited by 15