氧化钛纳米管的水热法合成机理研究

采用水热合成方法制备出外径约8nm,壁厚为1nm的纳米管,以TEM,XRD和TG等分析手段对不同工艺条件下获得的产物进行了表征,对它们的热稳定性进行了测试。研究结果表明．纳米管是在NaOH水热处理过程中形成的,而不是在清洗过程中形成的。其形成机理可能是纳米氧化钛颗粒在强碱作用下形成的Na2TiO3片状物经过卷曲而成短纳米管,通过溶解一吸收机理,逐渐长成长纳米管。但清洗溶液的pH值对生成的纳米管的成分和结构有影响,通过控制清洗产物时的溶液的pH值和热处理温度,可以获得组成分别为Na2TiO3,H2TiO3和TiO2的纳米管,且纳米管具有较好的热稳定性,在400℃下热处理后,能保持其纳米管形貌,600℃时．纳米管间有烧结的迹象,至800℃时纳米管完全变为颗粒。     

面向空间目标相对轨道确定的编队优化方法

针对提高空间目标相对轨道确定精度的问题，研究了在主航天器轨道运动受限时，通过设计和优化辅航天器相对轨道要素的航天器编队优化方法。首先，介绍了基于扩展卡尔曼滤波的双视线测量相对轨道确定方法；之后，通过研究双视线测量下的空间目标定位误差变化规律，得到了减小定位误差的角度条件；然后，通过分析该角度条件和辅航天器相对轨道要素的关系，设计并采用遗传算法优化了辅航天器相对轨道；最后，数学仿真结果表明，设计的编队可保证目标相对位置估计误差收敛，优化后的编队可使目标相对位置估计误差减小至0.3 km且不超过1.2 km。     

事件触发机制下多导弹固定时间编队控制

针对领-从弹编队结构中从弹对领弹的固定时间协同跟踪控制问题，同时为了节省通信带宽和弹载计算资源，基于多智能体一致性理论，给出了有向拓扑下基于事件触发机制的固定时间编队控制算法。用微分几何法将导弹运动模型精确线性化，为其设计固定时间编队控制协议，保证具有较大飞行速度的导弹编队在较短的时间内收敛到稳定的队形。在此基础上，引入事件触发机制，克服有向拓扑下Laplacian矩阵的不对称性和事件触发通信引入的误差项对系统稳定性带来的影响；为从弹设计了基于自身状态误差的事件触发函数，当状态误差满足所设定的阈值时，从弹在通信网络中更新并传递自身的采样信息，有效减少了弹载资源的占用率。利用代数图论、矩阵理论和Lyapunov稳定理论证明了编队控制系统的稳定性。数值仿真结果校验了算法的有效性和稳定性分析的正确性，适用于导弹编队的总体设计。     

Multi-agent Q-Learning control of spacecraft formation flying reconfiguration trajectories

This paper presents a novel approach based on multi-agent reinforcement learning for spacecraft formation flying reconfiguration tracking problems. In this scheme, spacecrafts learn the control strategy via transfer learning. For this matter, a new generalized discounted value function is introduced for the tracking problems. Due to the digital nature of spacecraft computer systems, local optimal controllers are developed for the spacecrafts in discrete-time. The stability of the controller is proven. Two Q-learning algorithms are proposed, in each of which the optimal control solution is learned on-line without knowledge about the system dynamics. In the first algorithm, each agent learns the optimal control independently. In the second one, each agent shares the learned information with other agents. Next, the collision avoidance capability is provided. The effectiveness of the presented schemes is verified through simulations and compared with each other.     

Periodic event-triggered formation control for multi-UAV systems with collision avoidance

In this paper, periodic event-triggered formation control problems with collision avoidance are studied for leader–follower multiple Unmanned Aerial Vehicles (UAVs). Firstly, based on the Artificial Potential Field (APF) method, a novel sliding manifold is proposed for controller design, which can solve the problem of collision avoidance. Then, the event-triggered strategy is applied to the distributed formation control of multi-UAV systems, where the evaluation of the event condition is continuous. In addition, the exclusion of Zeno behavior can be guaranteed by the inter-event time between two successive trigger events have a positive lower bound. Next, a periodic event-triggered mechanism is developed for formation control based on the continuous event-triggered mechanism. The periodic trigger mechanism does not need additional hardware circuits and sophisticated sensors, which can reduce the control cost. The stability of the control system is proved by the Lyapunov function method. Finally, some numerical simulations are presented to illustrate the effectiveness of the proposed control protocol.     

Formation flying for magnetic sails around artificial equilibrium points

This paper investigates the problem of magnetic sail-based spacecraft formation control around the artificial equilibrium points (AEPs), which can eliminate the requirement of the propellant. The thrusts are achieved by utilizing the interaction between the solar wind and the artificial magnetosphere generated by superconducting current coil onboard. The circular restricted three-body problem (CRTBP) of magnetic sail is discussed including the allowed regions and linear stability of AEPs, the locations of collinear AEPs and the possibility of existence of periodic orbits around the collinear AEPs. Next, the dynamical models of magnetic sail formation around the collinear AEPs are established. A novel fast fixed-time nonsingular terminal sliding mode controller (FFNTSM) based on fixed-time disturbance observer (FTDO) is developed to account for external disturbances. Several numerical simulations are conducted to substantiate that spacecraft formation can be precisely controlled by the proposed propellantless propulsion method in the presence of external disturbances.     

利用姿态机动的绳系卫星编队系统轨道协同控制

为克服绳系卫星编队系统在轨道机动过程中的系绳摆动现象，提出一种通过调整领航星推力方向进而实现编队系统轨道跟踪的控制算法。由于推力方向角与状态量互相耦合且少于系统自由度个数，轨道协同控制属于典型的非仿射欠驱动控制问题。针对此问题，首先采用升阶法将角速度作为虚拟控制输入；然后为各子系统设计子滑模面后加权得到高层滑模面和等效控制输入律，并设计观测器估计系统非线性项；其次基于模型预测控制算法优化得到最高层滑模面的趋近控制律；最后采用MATLAB/Simulink验证了所提控制算法的有效性。     

水面无人艇集群编队控制技术综述

随着海上作业任务的日渐复杂以及水面无人艇控制理论的发展，单水面无人艇航行控制能力的局限性逐渐显现，集群编队控制技术得到了广泛关注。针对水面无人艇集群编队控制技术，分析了当前国内外应用情况与技术研究现状，重点从典型编队队形适用性、编队控制系统结构形式、编队协同控制方法、编队控制通信技术及异构条件下协同控制技术等方面分析了水面无人艇集群编队控制技术的研究进展。最后，进行了总结和展望，以期为水面无人艇集群编队控制技术的研究提供有益的参考。     

航空兵掩护编队对突击编队掩护效能分析建模

研究了掩护编队对突击编队的掩护效能问题,给出了掩护编队的掩护效能定义和模型,修正了无掩护时敌歼击机截击成功概率模型,结合改进后的空战交换比模型,建立了有航空兵掩护编队护航时敌歼击机截击成功概率模型和我突防概率模型,并通过仿真算例验证了模型的有效性和合理性。可为航空兵部队合理进行作战编组、科学制定兵力出动计划提供参考和借鉴。     

Spin deployment of Hub-Spoke tethered satellite formation with sliding mode tether tension control

This work develops a tension control strategy for deploying an underactuated spin-stable tethered satellite formation in the hub-spoke configuration. First, the Lagrange equation is used to model the spin-deployment dynamics of the tethered satellite formation. The central spacecraft is modeled as a rigid body, and the tethered subsatellites are simplified as lumped masses. Second, a pure tension controller has been proposed to suppress the tether libration motion in the deployment without thrusting at the subsatellites. A nonlinear sliding mode control is introduced in the tension controller for the underactuated system to suppress the periodic gravitational perturbations caused by the spinning hub-spoke tethered satellite formation. The unknown upper bounds of the perturbations are estimated by adaptive control law. The bounded stability of the closed-loop tension controller has been proved by the Lyapunov theory. Finally, numerical simulations validate the effectiveness and robustness of the proposed controller, i.e., tethers are fully deployed stably to the desired hub-spoke configuration.