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 | 4 | 2020 |
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 | | |