eprintid: 11114 rev_number: 2 eprint_status: archive userid: 1 dir: disk0/00/01/11/14 datestamp: 2023-11-10 03:25:39 lastmod: 2023-11-10 03:25:39 status_changed: 2023-11-10 01:14:31 type: conference_item metadata_visibility: show creators_name: Nasir, N.A.A.M. creators_name: Ishak, A. creators_name: Pop, I. creators_name: Zainuddin, N. title: MHD stagnation point flow towards a quadratically stretching/shrinking surface ispublished: pub keywords: Boundary layers; Boundary value problems; Heat transfer; Mathematical transformations; MATLAB; Nonlinear equations; Number theory; Ordinary differential equations, Flow and heat transfer; Governing parameters; Heat transfer rate; Magnetic parameters; Nonlinear ordinary differential equation; Similarity transformation; Stagnation-point flow; Suction/injection parameter, Magnetohydrodynamics note: cited By 4; Conference of 2nd International Conference on Applied and Industrial Mathematics and Statistics 2019, ICoAIMS 2019 ; Conference Date: 23 July 2019 Through 25 July 2019; Conference Code:155273 abstract: A quadratically stretching/shrinking surface of two dimensional magnetohydrodynamics stagnation point flow is investigated numerically. The velocity of the surface is assumed in quadratic form and subject to a linear mass flux. The influences of the governing parameters namely stretching/shrinking parameter , suction/injection parameter S, fluid temperature index m, and magnetic parameter M on the flow and thermal fields are studied. The model of nonlinear ordinary differential equations is obtained by reducing the partial differential equations of the boundary layer using an suitable similarity transformation. The equations are then solved numerically by boundary value problem solver, bvp4c built in MATLAB software. The numerical results are verified by comparing them with previously reported results. The characteristics of the flow and heat transfer characteristics are shown graphically and analyzed for distinct values of the governing parameters. It is found that both magnetic and temperature index parameters reduce the velocity flow while the magnetic parameter enhances the heat transfer rate. There exist dual solutions for certain range of. A stability analysis is performed to determine which of these solutions are stable and which are not. © Published under licence by IOP Publishing Ltd. date: 2019 publisher: Institute of Physics Publishing official_url: https://www.scopus.com/inward/record.uri?eid=2-s2.0-85076089483&doi=10.1088%2f1742-6596%2f1366%2f1%2f012013&partnerID=40&md5=b2a46c12e482b56c23062c231e050a4a id_number: 10.1088/1742-6596/1366/1/012013 full_text_status: none publication: Journal of Physics: Conference Series volume: 1366 number: 1 refereed: TRUE issn: 17426588 citation: Nasir, N.A.A.M. and Ishak, A. and Pop, I. and Zainuddin, N. (2019) MHD stagnation point flow towards a quadratically stretching/shrinking surface. In: UNSPECIFIED.