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Mustapha R.A.
Mustapha R.A.
Associate Professor of Mathematics. Lagos State University
在 lasu.edu.ng 的电子邮件经过验证
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On the solution of Heat and Mass transfer Analysis in Nanofluids flow using Semi-Analytic Method (HPM) between two parallel Manifolds
RA Mustapha, AM Salau
Iconic Research And Engineering Journals 4 (4), 78-86, 2020
42020
Salau AM Adomian Decomposition Method for Solving Heat Transfer Analysis for Squeezing Flow of Nanofluid in Parallel Disks
RA Mustapha
International Journal of Advances in Engineering and Management (IJAEM) 2 …, 0
3
Comparative Solution of Heat Transfer Analysis for Squeezing Flow Between Parallel Disks
M RA, S AM
2021
HOMOTOPY PERTURBATION METHOD TO SQUEEZING FLOW AND HEAT TRANSFER BETWEEN TWO PARALLEL DISKS WITH VELOCITY SLIP AND TEMPERATURE JUMP.
M RA, O CO, I BA, O AS, I GA, S AM
2021
On the Solution of Heat and Mass Transfer Analysis in Nanofluid Flow Using Semi-Analytic Method (HPM) Between Two Parallel Manifolds
M RA, S AM
2020
A Comparative Study of Numerical Methods for Solving the Riccati Equation.
RA Mustapha, GA Idowu, MO Ajetunmobi
International Journal of Mathematical Sciences and Optimization: Theory and …, 2018
2018
On the Solution of Some Vibration Problems Using Variational Iteration Method.
RA Mustapha, GA Idowu, MO Ajetunmobi
International Journal of Mathematical Sciences and Optimization: Theory and …, 2018
2018
On The Solution of Riccati Equation Using Laplace Transform Decomposition Algorithm (LTDA)
RA Mustapha, AM Kassim
Journal of the Nigerian Association of Mathematical Physics 31, 451-454, 2015
2015
Forward Shift Heuristic for Minimization of Number of Early-Tardy Jobs in Just-In-Time Scheduling in a Flow Shop with Distinct Due Windows
AG Idowu, OM Adamu, A Mustapha, A Sawyerr, O Rahman
Minimization of Number of Early-Tardy Jobs in Just-In-Time Scheduling in Flow Shop: Complexity and Mathematical Programming Models
AG Idowu, OM Adamu, AB Sawyerr, AR Mustapha, OI Rahman
Kharrat-Toma Transform and its Application in Solving Some Ordinary Differential Equations with Initial Boundary Conditions
M RA, S AM, B Idowu, O CO, I GA
Applications of Runge-Kutta-Fehlberg Method and Shooting Technique for Solving Eyring-Powell Fluid through a Channel with Thermal Radiation.
M RA, O CO, I BA
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