Abstract The primary motive of this study is to examine boundary layer flow of Carreau fluid over a convectively heated disk stretching with nonlinear velocity. The flow is assumed to be two dimensional. Moreover, viscous dissipation possessions are taken into description. The dominating nonlinear differential equations involving partial derivatives are changed into nonlinear differential equations involving ordinary derivatives by applying suitable transformations. Numerical outcomes for velocity and temperature are obtained from MATLAB’s built-in solver bvp4c and presented graphically and in tabular form.

中文翻译：

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具有粘性耗散效应的对流加热盘的 Carreau 流体流动分析

摘要 本研究的主要目的是研究 Carreau 流体在以非线性速度拉伸的对流加热圆盘上的边界层流动。假定流动是二维的。此外，还考虑了粘性耗散物。通过应用适当的变换，主要的涉及偏导数的非线性微分方程变为涉及常导数的非线性微分方程。速度和温度的数值结果从 MATLAB 的内置求解器 bvp4c 获得，并以图形和表格形式呈现。