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Nonlinear stability and thermomechanical analysis of hydromagnetic Falknera??Skan Casson conjugate fluid flow over an angulara??geometric surface based on Buongiornoa??s model using homotopy analysis method and its extension

机译:基于Buongiornoa模型的同构分析方法及其扩展的水磁法尔克纳—斯坎·卡森共轭流体在角向几何表面上的非线性稳定性和热力学分析

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This paper aims to provide stability and thermomechanical analysis of hydromagnetic Falknera??Skan Casson conjugate fluid flow over an angulara??geometric wedge-shaped surface. Based on the Buongiornoa??s model,the governing boundary-layer equations are derived and solved iteratively using the homotopy analysis method (HAM). Furthermore, the HAM-series solution is optimised by minimising its squared residual errors. It is shown that the proposed approach can serve as an efficient criterion for accurately solving nonlinear problems.
机译:本文的目的是提供在角向几何楔形表面上的水磁Falknera ?? Skan Casson共轭流体流动的稳定性和热力学分析。基于Buongiornoa模型,导出了控制边界层方程,并使用同伦分析方法(HAM)进行迭代求解。此外,HAM系列解决方案通过最小化其平方残余误差进行了优化。结果表明,该方法可以作为有效解决非线性问题的有效准则。

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