class='kwd-title'>Keywords: Williamson fluid mod'/> Mutual effects of stratification and mixed convection on Williamson fluid flow under stagnation region towards an inclined cylindrical surface
首页> 美国卫生研究院文献>MethodsX >Mutual effects of stratification and mixed convection on Williamson fluid flow under stagnation region towards an inclined cylindrical surface
【2h】

Mutual effects of stratification and mixed convection on Williamson fluid flow under stagnation region towards an inclined cylindrical surface

机译:分层和混合对流对停滞区域下朝向倾斜圆柱面的威廉姆森流体流动的相互影响

代理获取
本网站仅为用户提供外文OA文献查询和代理获取服务,本网站没有原文。下单后我们将采用程序或人工为您竭诚获取高质量的原文,但由于OA文献来源多样且变更频繁,仍可能出现获取不到、文献不完整或与标题不符等情况,如果获取不到我们将提供退款服务。请知悉。

摘要

class="kwd-title">Keywords: Williamson fluid model, Temperature stratification, Concentration stratification, An inclined cylinder, Mixed convection, Shooting method class="head no_bottom_margin" id="abs0010title">AbstractWe have found that few attempts are reported on Williamson fluid flow yields by an inclined cylindrical surface. To be more specific, Williamson fluid flow regime characteristics under stagnation point region especially when it is manifested with mutual interaction of double stratification and mixed convection effects are not proposed as yet. Therefore, we have considered stagnation point mixed convection Williamson fluid flow brought by an inclined cylinder in the presence of temperature and concentration stratification phenomena. Further, the fluid flow is entertained through no slip condition i-e the velocity of particles is directly related to velocity of cylindrical surface due to stretching. The physical situation within the real concerned constraints is translated in terms of differential equations as a boundary value problem. To make implementation of computational algorithm possible, following steps are taken into account class="first-line-outdent">
  • • The PDE’s are transformed into ODE’s by using suitable transformation.
  • • The resulting boundary value problem is converted into an initial value problem.
  • • These constructed ordinary differential equations are solved computationally by shooting technique charted with Runge-Kutta scheme.
  • • The effect logs of an involved physical flow parameters are explored by way of graphical outcomes and tabular values.
  • 机译:<!-fig ft0-> <!-fig @ position =“ anchor” mode =文章f4-> <!-fig mode =“ anchred” f5-> <!-fig / graphic | fig / alternatives / graphic mode =“ anchored” m1-> class =“ kwd-title”>关键字:威廉姆森流体模型,温度分层,浓度分层,倾斜圆柱体,混合对流,射击方法摘要我们发现,几乎没有报道过倾斜的圆柱面对威廉姆森流体流动屈服的尝试。更具体而言,尚未提出驻点区域下的威廉姆森流体流动状态特征,特别是当其表现为双重分层和混合对流效应的相互作用时。因此,我们考虑了在存在温度和浓度分层现象的情况下,倾斜圆柱体带来的驻点混合对流威廉姆森流体流动。此外,通过无滑动条件来获得流体流动,即由于拉伸,颗粒的速度与圆柱表面的速度直接相关。实际关注的约束条件下的物理状况根据微分方程转换为边界值问题。为了使计算算法的实现成为可能,请考虑以下步骤: class =“ first-line-outdent”> <!-list-behavior = simple prefix-word = mark-type = none max-label-size = 9->
  • •通过使用适当的转换将PDE转换为ODE。
  • •将所得的边值问题转换为初始值问题。
  • •通过使用Runge-Kutta方案绘制的射击技术,可以对这些构造的常微分方程进行计算求解。
  • •通过图形结果和表格值来探索物理流量参数。
  • 著录项

    相似文献

    • 外文文献
    • 中文文献
    • 专利
    代理获取

    客服邮箱:kefu@zhangqiaokeyan.com

    京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
    • 客服微信

    • 服务号