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Can a Simple Control Scheme Work for a Formation Control of Multiple Autonomous Underwater Vehicles?

机译:一个简单的控制方案可以对多个自主水下航行器的编队控制起作用吗?

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The proportional and derivative (PD) and proportional, integral, and derivative (PID) controllers have been used extensively in industry due to their simplicity and effectiveness. This paper aims to investigate whether simple PD and adaptive PD-based controllers work for a complex system consisting of a group of multiple autonomous underwater vehicles (AUVs). Simple control laws with exact and uncertain gravity compensation are proposed for shape control of multiple AUVs. The proposed adaptive PD-based controller, in the presence of gravity uncertainty, requires only the model of gravity and buoyancy regressor matrix and does not require any knowledge of the inertia matrix, Coriolis and centripetal force, hydrodynamic damping and the parameters of the gravity, and buoyancy forces of the AUVs. Hence, the proposed controllers have the advantages of simplicity and ease of implementation. A novel collision and obstacle avoidance strategy using multi-layer region control concept, which limit the unnecessary use of high control efforts that lead to oscillatory movements of AUVs, is discussed. Lyapunov-like functions are proposed for the stability analysis. Simulation studies on AUVs with 6 degrees-of-freedom are presented to demonstrate the effectiveness of the proposed controllers.
机译:比例和微分(PD)以及比例,积分和微分(PID)控制器由于其简单性和有效性而被广泛用于工业中。本文旨在研究简单的PD和基于自适应PD的控制器是否适用于由一组自动水下航行器(AUV)组成的复杂系统。提出了具有精确和不确定重力补偿的简单控制律,以用于多个AUV的形状控制。在存在重力不确定性的情况下,提出的基于PD的自适应控制器仅需要重力和浮力回归矩阵模型,而无需了解惯性矩阵,科里奥利和向心力,流体动力阻尼以及重力参数,和AUV的浮力。因此,提出的控制器具有简单和易于实现的优点。讨论了一种使用多层区域控制概念的新颖的碰撞和避障策略,该策略限制了不必要的使用过多控制力而导致AUV振荡运动的问题。提出了类Lyapunov函数进行稳定性分析。提出了对具有6个自由度的AUV的仿真研究,以证明所提出的控制器的有效性。

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