轻型动力滑翔伞的动态航路点导航与控制

Prashant Kumar, S. Sonkar, A. K. Ghosh, Deepu Philip
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引用次数: 3

摘要

动力滑翔伞,也被称为Paramotor,有一个机翼形状的冲压空气充气伞盖,一个有效载荷,通常被称为贡多拉,悬挂着推进系统和控制机构。它可以举起重物,快速设置快速发射,结构紧凑,重量轻,因此使其成为战术监视和货物部署等军事行动的理想选择。参数旋翼机适用于需要稳定和低速飞行能力的场景。本文提出了一种用于轻量化小尺度参数制导与控制的软件体系结构。对于航向和高度跟踪,系统采用反馈补偿控制律。首先,推导了线性模型,描述了Paramotor的纵向和横向动力学。然后,用六自由度模型描述了动力学、重量、载荷和伞翼的气动力、气动力矩、表观力和力矩的影响、载荷和伞翼受力对质心产生的力矩。然后采用基于简化线性横向和纵向模型的系统辨识方法。这些简化的线性模型用于用经典频域技术设计控制律。利用MATLAB/Simulink对所设计的参数控制器进行了性能仿真。结果表明,所描述的方法具有足够的鲁棒性,可用于设计控制策略以在发生干扰时保持稳定性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dynamic Waypoint Navigation and Control of Light Weight Powered Paraglider
A Powered Paraglider, also known as Paramotor, has a ram-air inflated canopy in the shape of an aerofoil from which a payload, commonly called as Gondola, housing both propulsion system and control mechanism is suspended. It can lift heavy loads, is quick to setup for rapid launch, and is compact and light-weight, thereby making it ideal for military operations like tactical surveillance and cargo deployment. Paramotors are suitable for scenarios where stable and low speed flying capabilities are necessary. This paper presents a software architecture for guidance and control of light weight small scale Paramotors. For heading and altitude tracking, the system uses feedback compensated control laws. First, linear models are derived that describe both the Paramotor's longitudinal and lateral dynamics. Then, a six degree-of-freedom model is used to describe dynamics, weight, aerodynamic forces on payload and parafoil, aerodynamic moments, effect of apparent forces and moments, moments generated on the centre of mass by the forces exerted at the payload and parafoil. Then system identification based on simplified linear lateral and longitudinal models is used. These simplified linear models are used for designing control laws using classical frequency domain techniques. MATLAB/Simulink was used to simulate the performance of the proposed Paramotor controllers. It was found that the described approach is robust enough for designing control strategies to maintain stability in event of disturbances.
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