地基伪卫星系统多址测距误差的校正算法

相对于卫星导航,地基伪卫星与接收机距离较近,测距中不涉及电离层传播等误差,易实现高精度测距和定位。但由于地基伪卫星位置固定,在信号连续发射模式下伪卫星信号间的多址干扰(MAI)会引起相对恒定的测距误差,针对地基伪卫星系统这一特点,提出一种基于反馈串行干扰抵消(SIC)的测距算法。首先对全部伪卫星信号进行捕获跟踪和功率估计,然后通过串行干扰抵消算法降低强功率伪卫星信号对期望测距信号的干扰,通过反馈模式进一步提高干扰抵消算法的性能。仿真结果表明,该方法可有效改善地基伪卫星系统强远近效应区域内的测距性能,不考虑其他误差下在强远近效应区域内基于码环可将伪卫星测距性能从10 m以上降低到约0.3 m。     

卫星指令控制系统中的信息反馈校验监督

本文讨论采用信息反馈校验方式的卫星指令控制系统的信息反馈校验监督能力问题。提出了关于信息反馈校验指令控制系统的最佳监督概念和校验监督能力的概率表示。还讨论了改善系统校验监督能力的途径。利用本文给出的概率分析方法,可以完成系统性能的评价。     

挠性空间飞行器LQG模态控制系统的稳定性分析

本文利用反馈系统的小回路增益定理和泛函分析方法,对挠性空间飞行器LQG模态控制系统的稳定性进行了分析,给出了系统在剩余模态影响下保持稳定的充份条件,同时给出了系统输出在剩余模态影响下偏离理想输出值的误差估计。     

Modeling and control of a novel electro-hydrostatic actuator with adaptive pump displacement

The variable pump displacement and variable motor speed electro-hydrostatic actuator (EHA), one of the three types of EHAs, has advantages such as short response time, flexible speed regulation, and high efficiency. However, the nonlinearity of its double-input single-output system poses a great challenge for system control. This study proposes a novel EHA with adaptive pump displacement and variable motor speed (EHA-APVM). A closed-loop position is realized using a servomotor. Moreover, the displacement varies with the system pressure; thus, the EHA-APVM is a single-input and single-output system. Firstly, the working principles of the EHA-APVM and the pump used in the system are introduced. Secondly, a nonlinear mathematical model of the proposed EHA-APVM control system is established, and a feedback back-stepping (FBBS) control algorithm is introduced to transform the complex nonlinear system into a linear system on the basis of the back-stepping control theory. Finally, simulation results prove that the EHA-APVM has a quick response and high robustness to variations of the load and the pump displacement. In this work, the size and weight of the motor are significantly reduced because the maximum power requirement is reduced, which is very beneficial for using the actuator in airborne equipment.     

基于反馈线性化的高速无人机自适应控制系统设计

高速无人机是典型的复杂非线性、参数不确定性系统,且各控制通道之间存在强耦合作用,这对飞行控制系统设计提出了严峻挑战。针对其非线性特性和耦合特性,采用精确反馈线性化理论将无人机动力学模型解耦为3个独立的子系统,即滚转、俯仰和偏航通道;应用模型参考自适应控制方法分别设计每个通道的姿态控制器。研究表明,上述线性化方法能够实现三通道解耦,所设计控制系统满足飞行控制性能要求,且对气动参数摄动和外部干扰具有较强的鲁棒性。     

微重力环境模拟作业训练机器人碰撞力反馈控制

针对航天员在地球表面进行微重力环境中操作训练时微重力环境模拟作业训练机器人存在的碰撞力反馈控制问题,建立碰撞力反馈模型、提出单个柔索驱动单元控制策略和机器人系统碰撞力反馈控制策略。利用Matlab/Simulink软件对碰撞力反馈模型和控制策略进行仿真验证,该模型和控制策略可以实现机器人碰撞力反馈,且具有计算量小、实时性好、不需要额外增加传感器等优势;结合提出的柔索驱动单元复合控制策略和机器人系统碰撞力反馈控制策略进行机器人碰撞力反馈控制实验,提高机器人控制的准确性和实时性。结果表明,基于干扰观测器的柔索驱动单元复合控制策略将柔索驱动单元主动控制精度提升11%,被动控制多余力消除率达到81.82%;机器人碰撞力反馈控制策略可以有效提升航天员作业训练时碰撞力临场感体验。     

受扰挠性卫星角动量反馈控制

将动量轮角的动量测量信息引入反馈控制系统,给出角动量反馈控制器的具体形式,证明了挠性卫星闭环系统稳定性,并分析控制系统对周期性干扰的抑制特性以及系统稳态精度,最后给出数学仿真结果.     

压电智能结构和反馈控制的集成优化设计

针对挠性结构振动控制中智能材料的特性,综合考虑压电敏感器/致动器的位置、尺寸、质量及其对挠性结构刚度特性的影响和控制律,建立系统状态空间模型,提出一种新的优化配置的性能指标和集成优化设计方法。运用李雅普诺夫稳定性定理证明了闭环系统的全局渐近稳定性,性能指标的最小值可取为相应矩阵的迹而不依赖于系统的初始状态。采用遗传算法寻优,数值仿真结果表明,该设计方法能够快速的抑制系统的振动。     

Guidance law with impact time and impact angle constraints

A novel closed-form guidance law with impact time and impact angle constraints is pro- posed for salvo attack of anti-ship missiles, which employs missile’s normal acceleration (not jerk) as the control command directly. Firstly, the impact time control problem is formulated as tracking the designated time-to-go (the difference between the designated impact time and the current flight time) for the actual time-to-go of missile, and the impact angle control problem is formulated as tracking the designated heading angle for the actual heading angle of missile. Secondly, a biased proportional navigation guidance (BPNG) law with designated heading angle constraint is constructed, and the actual time-to-go estimation for this BPNG is derived analytically by solving the system differential equations. Thirdly, by adding a feedback control to this constructed BPNG to eliminate the time-to-go errorthe difference between the standard time-to-go and the actual time-to-go, a guidance law with adjustable coefficients to control the impact time and impact angle simultaneously is developed. Finally, simulation results demonstrate the performance and feasibility of the proposed approach.     

小推力轨道保持方法

对小推力轨道保持方法进行了研究。用快、慢变量控制器分别控制轨道要素的快慢变量,基于推导的经典轨道要素与2个推力方向角和最佳变轨位置的关系,给出了最优推力方向角的解析表达式。用Lyapunov反馈控制实现卫星轨道机动的轨道转移,并引入相位调整,实现了卫星的站位保持。仿真结果表明:基于Lyapunov的反馈控制可实现小推力轨道的转移和保持。