Abu Bakr

Assistant Professor

Ph.D., Lahore University of Management Sciences

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Education

  • Ph.D. in Physics (Gravitation and Cosmology), Lahore University of Management Sciences (LUMS), Pakistan
  • M.S. in Engineering Sciences (General Relativity), GIK Institute of Engineering Sciences and Technology, Topi-Swabi, Pakistan
  • B.S. in Engineering Sciences (Modeling and Simulation), GIK Institute of Engineering Sciences and Technology, Topi-Swabi, Pakistan

Research Interests

  • General Relativity and modified gravity theories; cosmology; supersymmetric quantum field theories on curved spacetimes; celestial mechanics.

Biography

Dr. Abu Bakr Mehmood has been Assistant Professor in the Department of Integrated Sciences and Mathematics at Habib University since 2024, teaching Mechanics and Thermodynamics, Scientific Methods, Calculus I & II, Linear Algebra, and Renewable Energy.

Before Habib, he was Assistant Professor at the Pak-Austria Fachhochschule: Institute of Applied Sciences and Technology (PAF-IAST), Haripur (2022–2024), teaching Applied Physics. Earlier in his career he was a Teaching Associate in the Department of Physics at LUMS (2010–2014) and, before that, at Foundation University Islamabad (2007–2010), teaching courses spanning Electromagnetic Theory, Differential Equations, and Complex Variables and Transforms.

Dr. Mehmood’s research specializes in mathematical physics — gravitation, cosmology, and modified gravity theories — with publications on non-static fluid solutions and curvature collineations in journals including Results in Physics and the International Journal of Geometric Methods in Modern Physics.


Selected Publications

  • Mehmood, A. B. “On Some Non-Static Plane Symmetric Perfect Fluid Solutions in f(R,T) Gravity.” Results in Physics, 39, 2022.
  • Mehmood, A. B. “A Note on Proper Conformal Vector Fields of Bianchi Type I Perfect Fluid Spacetimes in f(R,T) Gravity.” International Journal of Geometric Methods in Modern Physics, 2023.
  • Mehmood, A. B. “Proper Curvature Collineations in Kantowski-Sachs and Bianchi Type-III Spacetimes.” Modern Physics Letters A, 22(11), 2007.
  • Mehmood, A. B. “A Generalized Approach for Approximate Solutions to the N Body Problem.” U.P.B. Sci. Bull., Series A, 68(1), 2006.

Technical Skills

  • Maple, MATLAB, GeoGebra, Simulink, PSPICE, AutoCAD, MathCAD, Mathematica, LaTeX, C++

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