首页> 外文会议>Unmanned Systems Technology IX; Proceedings of SPIE-The International Society for Optical Engineering; vol.6561 >Modeling aerodynamic coefficients for autonomous trajectory planning of aerial vehicles using neural network approach
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Modeling aerodynamic coefficients for autonomous trajectory planning of aerial vehicles using neural network approach

机译:使用神经网络方法为飞机自主轨迹规划建模空气动力学系数

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The autonomous operations of intelligent unmanned aerial and space access vehicles demand fast online trajectory computations, which rely heavily upon precise and expedited computation of aerodynamic coefficients. Traditional methods use tabular data and linear interpolations, which are slow and, even worse, cannot produce smooth aerodynamic functions that are highly demanded for trajectory computation. In this paper, we introduce neural network and Piecewise Smooth Function based approaches to approximate these coefficients. Although in the past, neural networks have been applied to aerodynamic coefficient modeling, they have not been considered for the purpose of trajectory design, which generate large amounts of data during the flight envelope. In this paper, we present an efficient approach to reduce the overwhelming amount of data requirements so that the training and testing of the proposed solutions are more manageable and feasible. The preliminary testing results on the six aerodynamic coefficients show that the pitching moment coefficient C_m and the axial force coefficient C_a are the most challenging to approximate, while the other four coefficients are easily approximated. In this paper we have focused on improving approximation models for C_m with promising results. In the future, we will continue our research on developing models for approximating C_a.
机译:智能无人飞行器和航天器的自主运行需要快速的在线轨迹计算,这在很大程度上取决于对空气动力学系数的精确而快速的计算。传统方法使用表格数据和线性插值,这很慢,甚至更糟,无法产生对轨迹计算非常要求的平滑空气动力学函数。在本文中,我们介绍了基于神经网络和基于分段光滑函数的方法来近似这些系数。尽管在过去,神经网络已应用于空气动力学系数建模,但尚未考虑将其用于轨迹设计,因为轨迹设计会在飞行包线期间生成大量数据。在本文中,我们提出了一种有效的方法来减少压倒性的数据需求,从而使所提出的解决方案的培训和测试更加可管理和可行。对这六个空气动力学系数的初步测试结果表明,俯仰力矩系数C_m和轴向力系数C_a的近似值最具挑战性,而其他四个系数则易于近似。在本文中,我们集中于改进C_m的逼近模型,并取得了可喜的结果。将来,我们将继续研究开发近似C_a的模型。

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