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A new correlation method for the aerodynamic service loads determination of a rigid wing based on CFD analysis

机译:基于CFD分析的刚性机翼气动载荷确定的新相关方法。

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摘要

A new correlation method for the aerodynamic service loads determination of a rigid wing based on CFD analysis is presented. All flight conditions can be handled by the proposed method. The derived correlation equations are achieved by considering a training fighter aircraft as a prototype. Each wing of aircraft is divided into thirty three parts in the span wise direction. Extensive numerical solutions have been attempted by varying a number of parameters that directly affect the wings aerodynamic loads, such as Mach numbers, angle of attack, control surfaces deflections and etc. For each set of input parameters, the corresponding aerodynamic loads applied to different wing parts are calculated. The resulted loads and the corresponding input parameters are incorporated into a linear regression method in order to develop the appropriate correlation equations. The outputs of the developed equations are the aerodynamic loads at each part of the wing based on the independent variables, which are the above mentioned input parameters. The validity of the developed equations is shown by comparing the loads obtained from the latter equations with the corresponding ones calculated through numerical analysis for different flight conditions. The correlation equations can now be used to calculate the aerodynamic loads at each part for any set of arbitrary values assigned to the input parameters.
机译:提出了一种基于CFD分析的确定刚性机翼气动服务载荷的相关方法。所提出的方法可以处理所有飞行条件。通过将训练战斗机作为原型来获得推导的相关方程。飞机的每个机翼在翼展方向上分为33个部分。通过改变直接影响机翼空气动力载荷的许多参数(例如马赫数,攻角,控制面挠度等),尝试了广泛的数值解决方案。对于每组输入参数,相应的空气动力载荷作用于不同机翼计算零件。结果载荷和相应的输入参数被合并到线性回归方法中,以开发适当的相关方程。所开发方程的输出是基于独立变量的机翼各部分的空气动力载荷,这些变量是上述输入参数。通过比较从后一个方程获得的载荷与通过数值分析针对不同飞行条件计算出的相应载荷,可以证明所开发方程的有效性。现在,相关性方程式可用于计算分配给输入参数的任意一组任意值的每个零件上的空气动力学载荷。

著录项

  • 来源
    《Applied Mathematical Modelling》 |2017年第5期|85-96|共12页
  • 作者单位

    Department of Aerospace Engineering and Centre of Excellence in Computational Aerospace Engineering. Amirkabir University of Technology, Tehran, Iran;

    Department of Aerospace Engineering and Centre of Excellence in Computational Aerospace Engineering. Amirkabir University of Technology, Tehran, Iran;

    Aerospace Department, Shahid Sattari University of Air Science and Technology, Tehran, Iran;

  • 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

    Numerical solution; Aerodynamic loads; Regression equations;

    机译:数值解;气动载荷;回归方程;

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