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Aerial-underwater systems, a new paradigm in unmanned vehicles

机译:空中水下系统,无人驾驶车辆的新范例

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Singularity-free modeling and control of Unmanned Aerial-Underwater Vehicles (UAUVs) are covered in this work. UAUVs are a new kind of unmanned vehicles capable of performing equally well in different mediums, and seamlessly transitioning between them. In particular, this work covers the modeling and attitude control of a special class of air-underwater vehicles with full torque actuation and a single thrust force. A quaternion based representation is used to avoid singularities. A nonlinear quaternion feedback and a Proportional-Integral-Derivative (PID) with compensation of the restoring forces are used to control the quaternion and altitude errors, respectively, while gain scheduling handles the abrupt change in the medium density. The use of quaternions allows for the vehicle to follow any desired angular reference, which is critical when underwater in order to efficiently overcome the vehicle's buoyancy and drag. Numerical simulations are presented to validate the proposed control scheme.
机译:这项工作涵盖了无人驾驶水下飞机(UAUV)的无奇异建模和控制。 UAUV是一种新型的无人驾驶车辆,能够在不同的媒介上表现出色,并且可以在它们之间无缝转换。特别是,这项工作涵盖了具有完全扭矩驱动力和单个推力的特殊类别的水下水下航行器的建模和姿态控制。使用基于四元数的表示来避免奇点。非线性四元数反馈和具有恢复力补偿的比例积分微分(PID)用于分别控制四元数和高度误差,而增益调度可处理中等密度的突变。四元数的使用允许车辆遵循任何所需的角度基准,这在水下时至关重要,以便有效克服车辆的浮力和阻力。数值模拟被提出来验证所提出的控制方案。

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