Abstract

The current work analyzes the heat transfer analysis of Sutterby fluid flow over a curved surface, discussing the bubbling prospects of the magnetic field, and the temperature field equation is incorporated with the consequence of radiation. Eventually, we get the formulation of mathematical structure complimenting the physical problem. The governing equations for the non-Newtonian fluid (Sutterby fluid) model over a curved surface are derived via inclusion of the consequences of the curvature. The eminently nonlinear PDEs are reduced to nonlinear ODEs via the similarity transformation. Then the resulting ODEs are solved with the use of the OHAM technique. Graphical interpretation and illustration are proffered for the tangled physical parameters Eckert number \(Ec\), Sutterby fluid parameter \(\gamma\), Prandtl number Pr, and curvature parameter \(K\) in the temperature and velocity profiles.

中文翻译：

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曲面上萨特比流体的辐射后果

摘要

目前的工作分析了 Sutterby 流体在曲面上流动的传热分析，讨论了磁场的鼓泡前景，并将温度场方程与辐射的结果结合起来。最终，我们得到了补充物理问题的数学结构公式。曲面上的非牛顿流体（萨特比流体）模型的控制方程是通过包含曲率的结果导出的。通过相似变换将显着的非线性 PDE 简化为非线性 ODE。然后使用 OHAM 技术求解得到的 ODE。为缠结的物理参数埃克特数 \(Ec\)、萨特比流体参数 提供图形解释和说明\(\gamma\)、普朗特数 Pr 和温度和速度剖面中的曲率参数 \(K\)  。