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Roll-up of a vortex sheet trailing from a vortex generator.

机译:从涡旋发生器开始的涡旋片的卷起。

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摘要

The roll-up of a vortex sheet trailing from an airfoil type vortex generator has been investigated through various analytical models. The generator represents one element in an infinite row of counter-rotating vortex generators mounted on a flat plate. The effects of a finite size vortex sheet and the effects of viscosity on the vortex trajectory are included as important factors. The problem is treated as two-dimensional with the streamwise direction being replaced by the time coordinate assuming that streamwise gradients are small compared to the development in the crossflow plane.;The strength and the distribution of vorticity in the wake sheet trailing from the vortex generator are determined using a modified vortex lattice approach. The influence of the airfoil represented by its camber distribution and the effects of the velocity profile of the oncoming boundary layer are investigated.;The effects of finite size of the initial vortex sheet and the associated finite formation rate of the trailing vortex are isolated by employing an inviscid vortex sheet roll-up calculation. A discrete vortex representation with an amalgamation of vorticity in the spiral core is used for this task.;Viscous effects on the vortex strength and on the trajectory are included by the application of the vorticity-streamfunction form of the Navier-Stokes equations. A small time asymptotic expansion provides initial conditions for the sheet originating as a singular line from the trailing edge. The influence of the wall is investigated by comparing calculations with a slip wall and a no-slip wall boundary condition. The results are compared with simple line vortex calculations.
机译:通过各种分析模型研究了从翼型涡流发生器产生的涡流片的卷起。发生器代表安装在平板上的无限排反向旋转涡流发生器中的一个元素。重要的因素包括有限尺寸的涡旋片的影响和粘度对涡旋轨迹的影响。该问题被视为二维问题,假设与横向流平面中的流相比,流向梯度较小,则流向由时间坐标替换;;从涡流发生器拖尾的尾波中涡流的强度和分布使用改进的涡旋晶格方法确定。研究了翼型分布所代表的翼型的影响以及迎面而来的边界层速度分布的影响。通过采用有限元方法,分离了初始涡旋片有限尺寸的影响和尾随涡旋的相关有限形成速率。无粘性的涡旋片上卷计算。用于此任务的离散涡旋表示与涡旋核心混合在一起;通过使用Navier-Stokes方程的涡流函数形式,包括对涡流强度和轨迹的粘性影响。较小的时间渐近展开为从后缘开始的奇异线提供了初始条件。通过将计算与滑移壁和无滑移壁边界条件进行比较,研究了墙体的影响。将结果与简单的线涡旋计算进行比较。

著录项

  • 作者

    Liver, Peter August.;

  • 作者单位

    The University of Tennessee.;

  • 授予单位 The University of Tennessee.;
  • 学科 Engineering Aerospace.
  • 学位 Ph.D.
  • 年度 1987
  • 页码 150 p.
  • 总页数 150
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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