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首页> 外文期刊>Journal of Aeronautics, Astronautics and Aviation, A >Dynamics Modeling and Pitching Parameters Identification of a Novel Hybrid UAV
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Dynamics Modeling and Pitching Parameters Identification of a Novel Hybrid UAV

机译:一种新型混合UAV的动力学建模与俯仰参数识别

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摘要

Unmanned Aerial Vehicle (UAV) is an appealing topic for aeronautical researchers due to its tremendous application in the world. To make controller design possible for a novel UAV design, dynamics modeling - a process of deriving a set of differential equations governing the motion of the aircraft - is essential. In this paper, we present a conceptual approach to obtain the parameterized dynamics equation based on application of Newton's second law and approximations of aerodynamics effects on the UAV. From there, two identification methods are introduced, one bases on maximum likelihood while the other employs linear regression to estimate the aircraft's dynamic parameters such as aerodynamic and control and stability derivatives through an example involving our new hybrid UAV developed from fixed wing aircraft and a tricopter. Wind tunnel tests for a one-third scaled model are carried out to receive outputs of the model, such as Euler angles and rotation rates, from prescribed input signals, which are rotors' speeds, then pitching parameters are identified. Estimated model would then be validated to another set of experiment to show the fitness, hence remarks regarding the accuracy of the dynamics model and the parameters themselves can be made. The articles show that for the derived mathematical model, the estimation results were well fitted, and cross-validation also indicates that the model was fine enough. The methods have strong implications about its generality that is applicable to other novel vehicle designs.
机译:无人驾驶飞行器(UAV)是由于其在世界上的巨大应用程序所令人吸引人的主题。为了使控制器设计成为新型无人机设计,动力学建模 - 导出一组控制飞机运动的微分方程的过程 - 是必不可少的。在本文中,我们提出了一种概念方法,以获得基于应用牛顿第二法律的参数化动力学方程,以及对UAV对空气动力学效应的近似。从那里,引入了两个识别方法,一个基于最大可能性的基础,而另一个施用线性回归通过涉及从固定翼飞机和三角飞机开发的新的混合UAV的示例来估计飞机的动态参数,例如空气动力学和控制和稳定性衍生物。对于三分之一缩放模型的风洞测试是为了接收模型的输出,例如欧拉角和旋转速率,从规定的输入信号是转子速度的,然后识别俯仰参数。然后将估计模型被验证到另一组实验以显示适合度,因此可以进行关于动力学模型的准确性和参数本身的备注。该文章表明,对于衍生的数学模型,估计结果很好地安装,交叉验证也表明该模型足够精细。该方法对其一般性有强烈影响,适用于其他新颖的车辆设计。

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