标题：Numerical Simulation of a Nonlinear Thin Fluid Film Flow Velocity Model of a Third Grade Fluid on a Moving Belt using Finite Difference Method with Newton Iterative Scheme
期刊名称：Lecture Notes in Engineering and Computer Science
印刷版ISSN：2078-0958
电子版ISSN：2078-0966
出版年度：2019
卷号：2239
页码：318-321
出版社：Newswood and International Association of Engineers
摘要：A thin film flow problem on a moving
belt has been useful in scientific, engineering, biological
and biomedical problems. A thin film flow velocity
on a moving belt can be modeled by a nonlinear
differential equation. The model is provides the
film flow velocity in each thickness layers. In this
research, a finite difference method and a Newton iterative
method are used to approximate the solutions
of the nonlinear thin fluid film flow velocity model.
Their numerical simulations of a thin film flow velocity
of a third grade fluid in on a moving belt with
varied physical parameters are investigated. The proposed
numerical techniques give good agreement approximated
solutions in several moving belts speed
levels.
