动力学缩聚模型修正的矩阵逼近法

为避免结构动力学分析中修正有限元模型时的大型稠密矩阵运算,研究了一种用基于矩阵逼近的有限元缩聚模型修正法。根据有限元模型的缩聚和修正,给出了试验模态的扩阶、物理模态到广义模态的映射和矩阵逼近,并讨论了结构存在重频时模态的相关性。算例表明,该法可行。     

高职高专工程力学教材建设的研究与实践--《工程力学》教材编撰中的几点体会

通过总结高职高专工程力学教材的编写思路和使用效果，探讨了适合于高职教育特点的教材内容体系和研究对象，论证了教材对学生应用能力培养的重要性，同时，界定了课程内容“必需够用”的知识基础和知识要点，尝试并实践了对教材的特色设计和创新内容的开发。     

空间对接中差动式缓冲阻尼机构的建模研究

以美俄在ＡＳＴＰ计划中“联盟号”飞船的对接机构为背景,首先研究了差动式机电缓冲阻尼系统的结构组成和运动原理,并且建立了由捕获环,传动丝杠和固定机架组成的六自由度并联多环机构的运动简化模型。     

柔性航天器的动力学建模问题

首先简单介绍了关于柔性航天器动力学建模的一些综述论文,指出了柔性航天器动力学建模的困难所在。然后,分别对柔性体变形运动的描述模型,浮动参考架的选择、动力学方程的建立和模型降阶等问题进行了探讨。     

小卫星围绕空间站飞行动力学和控制研究

研究微小卫星围绕空间站飞行, 监视空间站运行和外观状态, 减少航天员舱外活动。这是小卫星一种新的应用概念。文章主要研究绕飞轨道动力学和稳定性, 以及在有摄动情况下保持绕飞轨道的控制策略。这种控制策略所消耗燃料非常少, 根据仿真实验结果, 绕飞卫星飞行一个月消耗的燃料可产生速度增量约为３～４ｍ ／ｓ。     

大型星载可展开天线的展开动力学问题

针对大型星载可展开天线所具有的尺寸大、刚性小、展开机构复杂,所处环境恶劣等特点,结合天线的构形特征,着重从可展开天线展开动力学的建模角度,综述了可展开天线的展开动力学问题。对解决途径及办法提出了一些看法。     

带间隙空间结构的动力学特性分析

研究带间隙空间结构的动力学问题。着重讨论间隙引起的结构非线性特性,从理论上探讨了一维间隙系统的定量及定性求解方法,并通过伸展机构的试验研究,验证了间隙对结构动力学特性的影响。     

High precision and efficiency robotic milling of complex parts:Challenges,approaches and trends

Due to the advantages of large workspace, low cost and the integrated vision/force sensing, robotic milling has become an important way for machining of complex parts. In recent years,many scholars have studied the problems existing in the applications of robotic milling, and lots of results have been made in the dynamics, pose planning, deformation control etc., which provides theoretical guidance for high precision and high efficiency of robotic milling. From the perspective of complex parts r...     

球铰接杆式支撑臂展开过程中横向振动分析

针对展开过程中球铰接杆式支撑臂时变构型的横向振动问题,推导了支撑臂等效连续体模型的各向等效刚度,基于Hamilton原理推导了支撑臂展开过程的控制方程,采用加权余量法将偏微分控制方程转化为常微分方程,利用Runge Kutta法对方程进行了数值求解。计算结果表明：在收拢过程中,支撑臂末端的横向振幅越来越小,收拢过程是安全可靠的;而在展开过程中,末端的横向振幅随展开进程而增加,且振幅随末端负载质量增加而增加;若不考虑锁定冲击,展开速度对支撑臂横向振动的振幅影响可忽略,若考虑锁定带来的周期性冲击时,支撑臂的横向振幅将显著增大。为减小支撑臂的横向振动,必须对支撑臂展开速度加以限制。研究结果为航天器支撑臂在轨展开的控制提供了参考。     

Fractional order tension control for stable and fast tethered satellite retrieval

The retrieval of a tethered satellite system is intrinsically unstable. This paper develops a new control strategy to retrieve the tethered satellite system stably and quickly using the fractional order control theory. The governing equation of the tethered satellite system and classic linear feedback tension control law were first reviewed and examined as a benchmark. Then, a new fractional order tension control law has been to avoid the tethered satellite winds around the main satellite near the end of retrieval by existing integer order tension control laws. The newly proposed control law has been discretized and implemented by the Laplace transform and Tustin operator. Unlike the existing integer order control laws, which are based on the feedback of current state and memoryless, the fractional order control law has the memory of previous states and thus controls the tether retrieval more smoothly while maintaining the retrieving speed. The effectiveness and advantage of the new fractional order tension control law is demonstrated numerically by comparing with its integer order counterpart. The results show that the new control law not only retrieves the subsatellite without winding around the main satellite, but also provides a better control performance with smaller in-plane libration angles.