About
Professional SummaryMr. Saif Ur Rehman completed his BS in Mathematics from GC University Faisalabad. He holds a Masters of Science in Mathematics from the University of Management and Technology Lahore, Pakistan. He published 10 research articles in well-reputed Journals. His area of interest is Computational Fluid Dynamics, Heat and Mass Transfer, Numerical analysis of Nanofluids Flow to Enhance Heat Transfer.
Education
Academic Background-
M.Phil. University of Management and Technology, Lahore, Punjab, Pakistan Mathematics | Completed: 2021
Publications (12)
Selected Scholarly Contributions
Data-driven computational analysis of multiphysics electroosmotic peristaltic nanofluid transport in microfluidic systems
2026
Data-driven analysis of MHD electroosmotic peristaltic transport of Carreau–Yasuda nanofluid in porous microchannels for heat transfer enhancement
2026
Significance of mono and hybrid nanoparticles on the dynamics of Prandtl fluid subject to Darcy Forchiemmer law, Lorentz and Coriolis forces: the case of 3D stretched surface
2026
Hydrodynamical study of couple stress fluid flow in a linearly permeable rectangular channel subject to Darcy porous medium and no-slip boundary conditions
2024
Insight into Significance of Bioconvection on MHD Tangent Hyperbolic Nanofluid Flow of Irregular Thickness across a Slender Elastic Surface
2022
Significance of Dust Particles, Nanoparticles Radius, Coriolis and Lorentz Forces: The Case of Maxwell Dusty Fluid
2022
Computational Analysis for Bioconvection of Microorganisms in Prandtl Nanofluid Darcy–Forchheimer Flow across an Inclined Sheet
2022
Micropolar Dusty Fluid: Coriolis Force Effects on Dynamics of MHD Rotating Fluid When Lorentz Force Is Significant
2022
The Casson Dusty Nanofluid: Significance of Darcy–Forchheimer Law, Magnetic Field, and Non-Fourier Heat Flux Model Subject to Stretch Surface
2022
Dynamics of Eyring–Powell Nanofluids When Bioconvection and Lorentz Forces Are Significant: The Case of a Slender Elastic Sheet of Variable Thickness with Porous Medium
2022
First Solution of Fractional Bioconvection with Power Law Kernel for a Vertical Surface
2021
MHD Williamson Nanofluid Flow over a Slender Elastic Sheet of Irregular Thickness in the Presence of Bioconvection
2021