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Suboptimal artificial potential function sliding mode control for spacecraft rendezvous with obstacle avoidance

机译:避障航天器交会的次优人工势函数滑模控制

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Sub-Optimal Artificial Potential Function Sliding Mode Control (SOAPF-SMC) is proposed for the guidance and control of spacecraft rendezvous considering the obstacles avoidance, which is derived based on the theories of artificial potential function (APF), sliding mode control (SMC) and state dependent riccati equation (SDRE) technique. This new methodology designs a new improved APF to describe the potential field. It can guarantee the value of potential function converge to zero at the desired state. Moreover, the nonlinear terminal sliding mode is introduced to design the sliding mode surface with the potential gradient of APF, which offer a wide variety of controller design alternatives with fast and finite time convergence. Based on the above design, the optimal control theory (SDRE) is also employed to optimal the shape parameter of APF, in order to add some degree of optimality in reducing energy consumption. The new methodology is applied to spacecraft rendezvous with the obstacles avoidance problem, which is simulated to compare with the traditional artificial potential function sliding mode control (APF-SMC) and SDRE to evaluate the energy consumption and control precision. It is demonstrated that the presented method can avoiding dynamical obstacles whilst satisfying the requirements of autonomous rendezvous. In addition, it can save more energy than the traditional APF-SMC and also have better control accuracy than the SDRE.
机译:基于人工势能函数(APF),滑模控制(SMC)的理论,提出了考虑避障的次优人工势函数滑模控制(SOAPF-SMC),用于航天器交会的制导与控制。和状态相关的黎卡提方程(SDRE)技术。这种新方法设计了一种新的改进的APF来描述潜在领域。它可以保证势函数的值在所需状态下收敛为零。此外,引入非线性终端滑模来设计具有APF势梯度的滑模表面,从而提供了具有快速和有限时间收敛性的多种控制器设计方案。基于以上设计,还采用了最优控制理论(SDRE)来优化APF的形状参数,以在降低能耗方面增加一定程度的最优性。将该新方法应用于具有避障问题的航天器交会处,并与传统的人工势函数滑模控制(APF-SMC)和SDRE进行了仿真比较,以评估能量消耗和控制精度。实践证明,该方法可以在满足自主会合要求的同时,避免动力障碍。此外,与传统的APF-SMC相比,它可以节省更多能源,并且比SDRE具有更好的控制精度。

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