首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Numerical and Computer Simulations of Cross-Flow in the Streamwise Direction through a Moving Surface Comprising the Significant Impacts of Viscous Dissipation and Magnetic Fields: Stability Analysis and Dual Solutions
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Numerical and Computer Simulations of Cross-Flow in the Streamwise Direction through a Moving Surface Comprising the Significant Impacts of Viscous Dissipation and Magnetic Fields: Stability Analysis and Dual Solutions

机译:流向横流通过运动表面的数值和计算机模拟,包括粘性耗散和磁场的显着影响:稳定性分析和双重解

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摘要

The inspiration for this study is to explore the crucial impact of viscous dissipation (VISD) on magneto flow through a cross or secondary flow (CRF) in the way of streamwise. Utilizing the pertinent similarity method, the primary partial differential equations (PDEs) are changed into a highly nonlinear dimensional form of ordinary differential equations (ODEs). These dimensionless forms of ODEs are executed numerically by the aid of bvp4c solver. The impact of pertinent parameters such as the suction parameter, magnetic parameter, moving parameter, and viscous dissipation parameter is discussed with the help of plots. Dual solutions are obtained for certain values of a moving parameter. The velocities in the direction of streamwise, as well as cross-flow, decline in the upper branch solution, while the contrary impact is seen in the lower branch solution. However, the influence of suction on the velocities in both directions uplifts in the upper branch solution and shrinks in the lower branch solution. The analysis is also performed in terms of stability to inspect which solution is stable or unstable, and it is observed that the lower branch solution is unstable, whereas the upper branch one is stable.
机译:本研究的灵感来自于探索粘性耗散 (VISD) 对通过交叉流或二次流 (CRF) 的磁流的关键影响。利用相关相似性方法,将初级偏微分方程(PDE)转变为常微分方程(ODE)的高度非线性维数形式。这些无量纲形式的常微分方程是在 bvp4c 求解器的帮助下以数字方式执行的。借助绘图讨论了吸力参数、磁参数、运动参数和粘性耗散参数等相关参数的影响。对于移动参数的某些值,可以得到对偶解。流向和错流方向的速度在上支管溶液中下降,而在下支管溶液中则相反。然而,吸力对两个方向速度的影响在上支管溶液中抬升,在下支管溶液中收缩。还从稳定性方面进行分析,以检查哪种溶液稳定或不稳定,并观察到下支溶液不稳定,而上支溶液稳定。

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    Huzhou Univ, Dept Math, Huzhou 313000, Peoples R China|Changsha Univ Sci & Technol, Hunan Prov Key Lab Math Modeling & Anal Engn, Changsha 410114, Peoples R China;

    Sukkur IBA Univ, Dept Math & Social Sci, Sukkur 65200, Sindh, Pakistan;

    Begum Nusrat Bhutto Women Univ, Dept Nat Sci, Sukkur 65170, Pakistan|Fed Urdu Univ Arts Sci & Technol, Dept Math Sci, Karachi 75300, Pakistan;

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