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Research on dive plane trajectory tracking control method of AUV under current disturbance

机译:电流干扰下水下机器人水下飞机轨迹跟踪控制方法研究

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In order to realize the dive plane trajectory tracking control of AUV under the current disturbance, state-dependent riccati equation algrithom is presented. When AUV far away from trajectory point, driving pitch angle same as line-of-sight angle, when AUV nearby the trajectory point, make the velocity vector of AUV same as the trajectory tangent vector. In order to realize the rudder saturated constraints problem, introducing the hyperbolic tangent S type function, equivalent substitution rudder Angle variables. Through the pseudo-linearization of dynamic equations, and calculation of Algebraic Riccati equation, the nonlinear feedback control law is obtained. Avoid the errors caused by the traditional processing of linearization. The method is simple in structure, convenient design. The simulation results show that the proposed controllers can effectively overcome current disturbance, realize longitudinal plane trajectory tracking control of AUV.
机译:为了实现水下航行器在当前扰动下的潜航轨迹跟踪控制,提出了状态依赖的黎卡提方程算法。当AUV远离轨迹点时,驱动俯仰角与视线角相同,当AUV靠近轨迹点时,使AUV的速度矢量与轨迹切线矢量相同。为了实现舵的饱和约束问题,引入了双曲正切S型函数,等效替代舵的角度变量。通过动力学方程的伪线性化,并通过代数Riccati方程的计算,获得了非线性反馈控制律。避免由传统的线性化处理引起的错误。该方法结构简单,设计方便。仿真结果表明,所提出的控制器能够有效克服电流干扰,实现AUV的纵向平面轨迹跟踪控制。

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