Dr. Hamid Khan is currently working as Associate Professor and Head of Sciences and Humanities department. He started his professional career as lecturer at NUCES Peshawar campus in 2005. He achieved his M-Phil degree in 2005 from KUST and PhD in Applied Mathematics in 2013 from Islamia College University, Peshawar. Dr. Hamid Khan is an HEC approved supervisor having interest in numerical fluid dynamics, modeling and solutions of highly nonlinear differential equations, and numerical linear algebra. Dr. Hamid khan is the author/co-author of 30+ research journals and is a regular technical reviewer of leading journals such as Plos One, Alexandria Engineering Journal (Elsevier), Ain Shams Engineering Journal (Elsevier), and Mathematical Problems in Engineering (Hindawi). He has presented his research work on international forums such as IPS 2008 (Saga University, Japan). He has had collaboration in the past with Prof. Minamuto Teruyu (Saga University, Japan), and Prof. Okazaki Yoshiaki (Kyushu Institute of Technology, Japan). Dr. Hamid Khan has more than 20 years teaching and research experience, having produced a number of MS and PhD graduates in Applied Mathematics.

1. PhD(Mathematics), Islamia College, Peshawar, Pakistan (2013)
2. M.Phil(Mathematics), KUST, Pakistan (2007)
3. M.Sc(Pure Mathematics), Peshawar University, Pakistan (1996)
4. B.Sc(Pure Mathematics), Government College, Dist. Mardan, Pakistan (1991)

https://scholar.google.com.pk/citations?user=kbMUpvcAAAAJ

• Improved Analysis for Squeezing of Newtonian Material Between Two Circular Plates
• Slip Analysis at Fluid-Solid Interface in MHD Squeezing Flow of Casson Fluid Through Porous Medium
• Solutions with Wright functions for time fractional convection flow near a heated vertical plate
• Behavioral Study of Unsteady Squeezing Flow through Porous Medium
• Analytical Analysis of Squeezing Flow in Porous Medium with MHD Effect
• Flows with Slip of Oldroyd-B Fluids over a Moving Plate
• Analytic comparison of MHD squeezing flow in porous medium with slip condition
• A Novel Approach to Approximate Unsteady Squeezing Flow through Porous Medium
• Unsteady Squeezing Flow of Casson Fluid with Magnetohydrodynamic Effect and Passing through Porous Medium
• Homotopy Analysis Solution for Magneto Hydro Dynamic squeezing flow in porous medium
• Modified Optimal Homotopy Asymptotic Method for Squeezing Flow
• A New and Reliable Modification of Homotopy Perturbation Method
• Modeling and analysis of unsteady axisymmetric squeezing fluid flow through porous medium channel with slip boundary
• Analysis of unsteady axisymmetric squeezing fluid flow with slip and no-slip boundaries using OHAM
• Numerical solutions of fifth and sixth order nonlinear boundary value problems by Daftardar Jafari method
• Application of Daftardar Jafari method to first grade MHD squeezing fluid flow in a porous medium with slip boundary condition
• Approximation of first grade MHD squeezing fluid flow with slip boundary condition using DTM and OHAM
• Numerical solutions of higher order nonlinear boundary value problems by new iterative method
• Analytical Analysis of Squeezing Flows
• Comparison of different analytic solutions to axisymmetric squeezing fluid flow between two infinite parallel plates with slip boundary conditions
• an Efficient and Generic algorithm for Matrix Inversion
• An axisymmetric squeezing fluid flow between the two infinite parallel plates in a porous medium channel
• The optimal homotopy asymptotic method for the solution of higher-order boundary value problems in finite domains
• The Solution of A Paramterized Sixth Order Boundary Value Problem By the Optimal Homotopy Asymptotic Method
• The optimal homotopy asymptotic method for the solution of fifth and sixth order boundary value problems
• An Efficient and Simple Algorithm for Matrix Inversion
• Solution of a Parameterized Sixth-Order Boundary Value Problem by the Optimal Homotopy Asymptotic Method

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