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Control-point-placement method for the aerodynamic correction of the vortex- and the doublet-lattice methods

机译:空气动力学校正的涡旋和双峰晶格方法的控制点放置方法

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摘要

The use of correction factors to improve the accuracy of the aerodynamic influence coefficient (AIC) matrices produced by the vortex-lattice and the doublet-lattice methods has been an engineering practice in the field of aeroelasticity. In order to account for either viscous or transonic flow effects not considered in the linearized formulation of such methods, the most frequent correction techniques have been to pre-multiply or to post-multiply the AIC matrices by diagonal matrices comprising semi-empirical weighting factors. This paper proposes a different correction approach: the control-point-placement method (CPPM), based on the idea of displacing the control point of each panel - the point where the boundary condition of flow tangency must be satisfied. Both the vortex- and the doublet-lattice methods have been developed with the singularities placed at the quarter-chord line of the panels and the control points at three quarters of their mean chords. With the calculation of modified control point positions, the CPPM intrinsically changes the mutual aerodynamic influence between the panels and allows the lifting surface methods to predict steady-state pressure distributions that match or approximate with minimum error those derived from wind tunnel measurements or higher-fidelity CFD solutions. Different approaches to extend the aerodynamic correction for application at non-zero reduced frequencies in the doublet-lattice method are then studied. Results are presented that are in acceptable agreement with benchmark wind tunnel data and comparisons are made between the proposed methodology and the traditional diagonal matrix corrections.
机译:使用校正因子来提高由涡旋格子和双峰格子方法产生的空气动力学影响系数(AIC)矩阵的准确性已成为空气弹性领域的工程实践。为了解决这种方法的线性化公式中未考虑的粘性或跨音速流动效应,最常见的校正技术是将AIC矩阵与包含半经验加权因子的对角矩阵进行预乘或后乘。本文提出了一种不同的校正方法:控制点放置方法(CPPM),其基于移动每个面板的控制点的思想,即必须满足流动相切边界条件的点。涡旋和双重格方法都已经开发出来,其奇点位于面板的四分之一和弦线上,控制点位于其平均和弦的四分之三处。通过计算修改后的控制点位置,CPPM从本质上改变了面板之间的相互空气动力影响,并允许举升表面方法预测稳态压力分布,该稳态压力分布与风洞测量或更高保真度所得出的稳态误差分布相匹配或近似。 CFD解决方案。然后研究了在doublet晶格方法中扩展空气动力学校正以在非零减小频率下应用的不同方法。给出的结果与基准风洞数据是可以接受的,并在建议的方法和传统的对角矩阵校正之间进行了比较。

著录项

  • 来源
    《Aerospace science and technology》 |2014年第8期|117-129|共13页
  • 作者单位

    ITA - Institute Tecnologico de Aeronautica, IEA - Divisao de Engenharia Aeronautica, Praco Marechal Eduardo Gomes, 50, 12228-900, Sao Jose dos Campos, SP, Brazil;

    ITA - Institute Tecnologico de Aeronautica, IEA - Divisao de Engenharia Aeronautica, Praco Marechal Eduardo Gomes, 50, 12228-900, Sao Jose dos Campos, SP, Brazil;

    ITA - Institute Tecnologico de Aeronautica, IEA - Divisao de Engenharia Aeronautica, Praco Marechal Eduardo Gomes, 50, 12228-900, Sao Jose dos Campos, SP, Brazil;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Unsteady aerodynamics; Aerodynamic correction; Lifting surface methods; Transonic flow; Transonic flutter dip;

    机译:不稳定的空气动力学;空气动力校正;吊面方法;跨音速流跨音速颤动倾角;
  • 入库时间 2022-08-18 02:32:25

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