APPROXIMATE ANALYTICAL APPROACH FOR NONLINEAR BOUNDARY LAYER THIN FILM FLOW AND HEAT TRANSFER ANALYSIS OVER A STRETCHING SURFACE

APPROXIMATE ANALYTICAL APPROACH FOR NONLINEAR BOUNDARY LAYER THIN FILM FLOW AND HEAT TRANSFER ANALYSIS OVER A STRETCHING SURFACE

The aim of this thesis is to construct mathematical model for nonlinear differential equation of boundary layer flow over a stretching surface and find its approximate analytical solution. The analytical approximate method named Optimal Homotopy Asymptotic Method (OHAM) is used for the approximat...

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Main Author: ALI REHMAN
Format: Thesis
Language:English
Online Access:http://umt-ir.umt.edu.my:8080/jspui/bitstream/123456789/16012/1/Abstract.pdf
http://umt-ir.umt.edu.my:8080/jspui/bitstream/123456789/16012/2/Full%20Thesis%20-%20ALI%20REHMAN.pdf
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spelling my-umt-ir.-160122022-01-19T08:03:19Z APPROXIMATE ANALYTICAL APPROACH FOR NONLINEAR BOUNDARY LAYER THIN FILM FLOW AND HEAT TRANSFER ANALYSIS OVER A STRETCHING SURFACE ALI REHMAN The aim of this thesis is to construct mathematical model for nonlinear differential equation of boundary layer flow over a stretching surface and find its approximate analytical solution. The analytical approximate method named Optimal Homotopy Asymptotic Method (OHAM) is used for the approximate analytical solution. The convergence of the OHAM for particular problems is also discussed. The series solution for both velocity and temperature profiles are calculated by using OHAM. It is an influential approximate analytical technique and various researchers employed OHAM-BVPh 2.0 technique for several flow problems. After implementing the boundary layer approximation on thin film flow model equations, we obtain a set of partial differential equations (PDEs). These equations were transformed into a set of non-dimensional nonlinear ordinary differential equations (ODEs) through suitable self-similar alteration method. The dimensional form of coupled nonlinear ODEs one for velocity and other for temperature were obtained through OHAM-BVPh 2.0 package. Furthermore, the impact of the model factors which are involved in velocity and temperature profiles are displayed numerically and graphically. Also the flow problem is discussed geometrically. The skin friction coefficient and Nusselt number is discussed in table form. In 1995, in the ASME Winter Annual Conference, Choi introduced the term of nanofluid. UNIVERSITI MALAYSIA TERENGGANU 2021-01 Thesis en http://umt-ir.umt.edu.my:8080/handle/123456789/16012 http://umt-ir.umt.edu.my:8080/jspui/bitstream/123456789/16012/1/Abstract.pdf edaec66ad4c070ef7ffe7e24ac67a0e8 http://umt-ir.umt.edu.my:8080/jspui/bitstream/123456789/16012/2/Full%20Thesis%20-%20ALI%20REHMAN.pdf 1943ad8bff55239a4128b3a3db613210 http://umt-ir.umt.edu.my:8080/jspui/bitstream/123456789/16012/3/license.txt 8a4605be74aa9ea9d79846c1fba20a33
institution Universiti Malaysia Terengganu
collection UMT Repository System
language English
description The aim of this thesis is to construct mathematical model for nonlinear differential equation of boundary layer flow over a stretching surface and find its approximate analytical solution. The analytical approximate method named Optimal Homotopy Asymptotic Method (OHAM) is used for the approximate analytical solution. The convergence of the OHAM for particular problems is also discussed. The series solution for both velocity and temperature profiles are calculated by using OHAM. It is an influential approximate analytical technique and various researchers employed OHAM-BVPh 2.0 technique for several flow problems. After implementing the boundary layer approximation on thin film flow model equations, we obtain a set of partial differential equations (PDEs). These equations were transformed into a set of non-dimensional nonlinear ordinary differential equations (ODEs) through suitable self-similar alteration method. The dimensional form of coupled nonlinear ODEs one for velocity and other for temperature were obtained through OHAM-BVPh 2.0 package. Furthermore, the impact of the model factors which are involved in velocity and temperature profiles are displayed numerically and graphically. Also the flow problem is discussed geometrically. The skin friction coefficient and Nusselt number is discussed in table form. In 1995, in the ASME Winter Annual Conference, Choi introduced the term of nanofluid.
format Thesis
author ALI REHMAN
spellingShingle ALI REHMAN
APPROXIMATE ANALYTICAL APPROACH FOR NONLINEAR BOUNDARY LAYER THIN FILM FLOW AND HEAT TRANSFER ANALYSIS OVER A STRETCHING SURFACE
author_facet ALI REHMAN
author_sort ALI REHMAN
title APPROXIMATE ANALYTICAL APPROACH FOR NONLINEAR BOUNDARY LAYER THIN FILM FLOW AND HEAT TRANSFER ANALYSIS OVER A STRETCHING SURFACE
title_short APPROXIMATE ANALYTICAL APPROACH FOR NONLINEAR BOUNDARY LAYER THIN FILM FLOW AND HEAT TRANSFER ANALYSIS OVER A STRETCHING SURFACE
title_full APPROXIMATE ANALYTICAL APPROACH FOR NONLINEAR BOUNDARY LAYER THIN FILM FLOW AND HEAT TRANSFER ANALYSIS OVER A STRETCHING SURFACE
title_fullStr APPROXIMATE ANALYTICAL APPROACH FOR NONLINEAR BOUNDARY LAYER THIN FILM FLOW AND HEAT TRANSFER ANALYSIS OVER A STRETCHING SURFACE
title_full_unstemmed APPROXIMATE ANALYTICAL APPROACH FOR NONLINEAR BOUNDARY LAYER THIN FILM FLOW AND HEAT TRANSFER ANALYSIS OVER A STRETCHING SURFACE
title_sort approximate analytical approach for nonlinear boundary layer thin film flow and heat transfer analysis over a stretching surface
granting_institution UNIVERSITI MALAYSIA TERENGGANU
url http://umt-ir.umt.edu.my:8080/jspui/bitstream/123456789/16012/1/Abstract.pdf
http://umt-ir.umt.edu.my:8080/jspui/bitstream/123456789/16012/2/Full%20Thesis%20-%20ALI%20REHMAN.pdf
_version_ 1747835828799799296

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