利用透视投影基本方程选定透视形象的参数分析

在工程设计中，有些内容往往是工程设计人员根据一些不完整的历史资料萌发创作意念并概略地草构出透视表现图，虽然，在绘制标准的透视图时，这些资料所提供的参数是不够的，本文通过对物体三个主方向及其透视图中几何关系和矢量关系的分析，利用透视投影本方程由一已知物体的部分透视，确定其进行透视投影的全部参数，为透视变换和利用计算机绘制透视图提供了有效的基础条件。     

关于最优箭线网络图的定义及其唯一性的讨论

近年来,关于最优箭线网络图的绘制规则已有许多种方法。然而,最优箭线图是否是唯一的,有关文献都没有讨论这个问题。本文通过一个反例,指出目前常用的最优箭线网络图的定义是不完整的,符合这一定义的最优图也不是唯一的,文中给出了一个新的定义,并证明有了这一新的定义,就可根据作业分析表唯一地确定最优箭线网络图。     

动网格技术在增升装置优化中的应用

将基于Denaulay背景图的动网格方法应用于增升装置二维缝道参数优化设计过程中。针对二维增升装置的构型特点和翼型运动的特点,采用了添加辅助点的双层Denaulay背景图动网格方法,并详细论述了辅助点添加、运动技术。为了进一步提高动态网格质量,提出了针对前后缘运动位置中比较极端的两种位置生成两个初始网格,并采用两种初始网格进行动态网格的生成。结果表明新动态网格方法可以为二维增升装置提供高质量的动态网格。     

基于立体像对的目标姿态参数求解技术

在常规靶场刚体飞行目标姿态参数的光学测量中,针对轴对称回转体目标,广泛采用中轴线法求解;而针对非轴对称回转体目标,由于目标成像后中轴线难以准确提取,本文将采用模型匹配法弥补中轴线法对目标适应能力的不足。通过模拟目标实验和数据处理,表明这2种方法能满足靶场制导类刚体目标的测姿精度要求,而模型匹配法的适应性更强,且自动化程度更高。     

自由飞行空间机器人基座位姿调整的模糊PD控制

由于自由飞行空间机器人处于微重力的环境,因此其在目标获取的过程中必然会出现因机械臂运动和环境影响而导致基座的复杂运动.本文设计了自由飞行空间机器人位姿调整的模糊PD算法,根据接收到的实时位置信息,空间机器人可以自主地调整基座的姿态和位置来校正位姿误差,保证目标的稳定捕获.利用开发的实验平台与传统的on/off式控制器进行了实验对比,验证了此方法在稳定性、控制精度和燃料消耗上都有较好的表现.     

基于FDG和GA的故障诊断技术在电子对抗装备中的应用

探讨了模糊有向图（Fuzzy Directed Graph,FDG）和遗传算法（Genetic Algorithm,GA）相结合的故障诊断技术及其在电子对抗装备故障诊断中的具体应用。根据电子对抗装备组件的实际状态,应用模糊理论得出各组件发生故障的可能性,建立电子对抗装备的模糊有向图,利用遗传算法搜索出模糊有向图中可能的故障传播路径。实践表明,该技术应用在电子对抗装备的故障诊断中是行之有效的,取得了较好的诊断结果。     

Joint Iterative Decoding for Network-Coding-Based Multisource LDPC-Coded Cooperative MIMO

A network-coding-based multisource LDPC-coded cooperative MIMO scheme is proposed,where multiple sources transmit their messages to the destination with the assistance from a single relay.The relay cooperates with multiple sources simultaneously via network-coding.It avoids the issues of imperfect frequency/timing synchronization and large transmission delay which may be introduced by frequency-division multiple access(FDMA)/code-division multiple access(CDMA)and time-division multiple access(TDMA)manners.The proposed joint″Min-Sum″iterative decoding is effectively carried out in the destination.Such a decoding algorithm agrees with the introduced equivalent joint Tanner graph which can be used to fully characterize LDPC codes employed by the sources and relay.Theoretical analysis and numerical simulation show that the proposed scheme with joint iterative decoding can achieve significant cooperation diversity gain.Furthermore,for the relay,compared with the cascade scheme,the proposed scheme has much lower complexity of LDPC-encoding and is easier to be implemented in the hardware with similar bit error rate(BER)performance.     

Three-line structured light vision system for non-cooperative satellites in proximity operations

Adapter ring is a commonly used component in non-cooperative satellites, which has high strength and is suitable to be recognized and grasped by the space manipulator. During proximity operations, this circle feature may be occluded by the robot arm or limited field of view. Moreover, the captured images may be underexposed when there is not enough illumination. To address these problems, this paper presents a structured light vision system with three line lasers and a monocular camera. The lasers project lines onto the surface of the satellite, and six break points are formed along both sides of the adapter ring. A closed-form solution for real-time pose estimation is given using these break points. Then, a virtual structured light platform is constructed to simulate synthetic images of the target satellite. Compared with the predefined camera parameters and relative positions, the proposed method is demonstrated to be more effective, especially at a close distance. Besides, a physical space verification system is set up to prove the effectiveness and robustness of our method under different light conditions. Experimental results indicate that it is a practical and effective method for the pose measurement of on-orbit tasks.     

四色定理论证

用离散数学之图论证明"四色猜想",巧妙而深层次地应用数学归纳法和换色法,解决了肯泊(A.Kempe)百多年前提出"不可避免构形集"中的一个地域有五个邻域的情况的所谓"可约性"问题,同时指出了1890年希伍德(P.Heawood)举出的25阶反例(当时,他以此说明"四色猜想"不成立,而"五色定理"成立)与本文中的一种可换色(即"可约性")的典型实例类同,进而简捷而理想地证明了"四色猜想"是成立的,使"四色定理"得到科学的论证。     

清理“三角债”的方法探讨

运用图论的理论和方法对“三角债”的表示方法进行了探讨,对“三角债”中的重复计算问题进行了讨论,建立起了在资金约束下的清理“三角债”的数学规划模型,并给出了模型的一种解法。