Satellite proximate interception vector guidance based on differential games

This paper studies the proximate satellite interception guidance strategies where both the interceptor and target can perform orbital maneuvers with magnitude limited thrusts. This problem is regarded as a pursuit-evasion game since satellites in both sides will try their best to capture or escape. In this game, the distance of these two players is small enough so that the highly nonlinear earth-centered gravitational dynamics can be reduced to the linear Clohessy-Wiltshire (CW) equations. The system is then simplified by introducing the zero effort miss variables. Saddle solution is formulated for the pursuit-evasion game and time-to-go is estimated similarly as that for the exo-atmospheric interception. Then a vector guidance is derived to ensure that the interception can be achieved in the optimal time. The proposed guidance law is validated by numerical simulations.     

A multi-order method for predicting stability of a multi-delay milling system considering helix angle and run-out effects

In this paper, a multi-delay milling system considering helix angle and run-out effects is firstly established. An exponential cutting force model is used to model the interaction between a work-piece and a cutting tool, and a new approach is presented for accurately calibrating exponential cutting force coefficients and cutter run-out parameters. Furthermore, based on an implicit multi-step Adams formula and an improved precise time-integration algorithm, a novel stability prediction method is proposed to predict the stability of the system. The involved time delay term and periodic coefficient term are integrated as a comprehensive state term in the integral response which is approximated by the Adams formula. Then, a Floquet transition matrix with an arbitrary-order form is constructed by using a series of matrix multiplication, and the stability of the system is determined by the Floquet theory. Compared to classical semi-discretization methods and full-discretization methods, the developed method shows a good performance in convergence, efficiency, accuracy, and multi-order complexity. A series of cutting tests is further carried out to validate the practicability and effectiveness of the proposed method. The results show that the calibration process needs a time of less than 5 min, and the stability prediction method is effective.     

改进的Neumann-LU混合法在失谐整体叶盘随机分析中的应用

为了降低失谐整体叶盘的随机分析矩阵求逆的计算成本,提出一种基于Neumann级数和LU分解的改进Neumann-LU混合法。一方面,在非共振频率附近的大区域采用Neumann级数频域展开式以提高计算效率;另一方面,在共振频率附近小区域采用LU分解法以提高计算计算精度;根据Neumann级数展开项数来选定自适应阀值,实现两种矩阵求逆方法的自动转换而不用消耗额外的计算资源。选取具有失谐特征的整体叶盘为研究对象,分别运用改进的Neumann-LU混合法和单一LU分解法求解叶片在阶次激励下的频域响应,并从计算效率和计算精度方面进行比较。研究结果表明,在保证计算精度误差不大于0.1%的前提下,改进的Neumann-LU混合法可以提高失谐整体叶盘随机分析大约55%的计算效率。     

径向进气系统设计探讨及实验研究

对于双轴压气机实验平台径向进气系统,为研究蜂窝器改善系统供气品质所发挥的作用,应用数值模拟对蜂窝器在进气道的布置位置进行研究,并应用五孔探针实验测量了含有蜂窝器的进气系统过渡段处的气动参数。模拟结果显示蜂窝器布置在弯头的前部及中部均能有效改善流动。实验测量结果显示气流偏航角小于2°,总压、静压及马赫数周向分布均匀,总压恢复系数大于98.3%。实验结果与模拟结果吻合较好,验证了数值研究方法的可信度和可靠性,同时也证明该进气系统的先进性。     

涡扇发动机低压部件通流耦合计算

为了研究各部件匹配与过渡段几何参数对发动机总体性能的影响,针对某涡扇发动机风扇、低压涡轮、内外涵道、掺混段和尾喷管等部件,基于周向平均Navier-St okes通流控制方程,采用时间推进有限体积法进行了部件耦合计算求解,将沿程各部件性能计算参数与试验做了对比,结果表明:在设计状态下发动机沿程各截面计算特征参数与试验值最大误差不超过5.0%,说明该通流耦合计算方法能够快速预估发动机总体性能,完善各部件匹配关系,在发动机总体设计初期有一定工程应用价值。     

客改货货舱门口框锁钩接头构型研究

在某客改货货舱门口框结构中,下主槛梁平面布局与地板平行,且低于地板横梁,需考虑在锁钩接头上设计连接件对地板横梁提供支撑或锁钩接头直接对地板横梁提供支撑。在框站位处,支撑地板横梁的锁钩接头受断框结构影响,导致其结构形式复杂。对几种波音空客成熟机型货舱锁钩接头在装配、受力特性、制造工艺和损伤容限性等方面进行分析比较,针对某客改货货舱口框特殊布局,对锁钩接头构型及其界面进行设计。旨在为客改货货舱口框锁钩接头构型提供一种设计思路。     

一种室外远距离天线测试转台系统的控制方法

为了满足天线在室外的远距离测试需求,提出了一种外场天线测试转台的控制方法。该天线测试系统由上位测试子系统、发射转台子系统和接收转台子系统组成,通过无线网桥实现各子系统间的远距离无线通讯;转台子系统采用EtherCAT 总线,接线形式简单、容易扩展、通讯速率快;采用TwinCAT 和LabVIEW 作为软件开发环境,开发了转台的运动控制和通讯软件界面。本论文对转台子系统控制原理及子系统间通讯方式进行了详细说明,分析了转台子系统定位精度,并通过试验表明该系统满足室外远距离天线测试需求,满足设计指标要求。     

不同增长机制下航空网络自愈特性

结合复杂网络理论,从能量的角度分析了航空网络的功能自愈机理,并研究了航空网络在不同增长机制下的自愈特性。首先,将网络结构划分为自愈结构与耦合结构,并针对航空网络3种增长机制进行了分析和抽象建模;然后,从网络全局角度出发研究了美国航空网络在遭受蓄意攻击造成全网功能瘫痪的情况下,网络功能的恢复鲁棒性和网络增长对网络自愈能力的影响。研究表明,美国航空网络具有较好的恢复鲁棒性,接近80%的机场在受到能量冲击造成的短暂失效后具有功能自愈能力。航空网络不同的增长机制对网络的自愈能力有着不同的影响。结果证实,为完善航空网络而建立的机场群,由于其较大的连接需求,加大了网络区域密度,复杂了网络拓扑结构,降低了网络的自愈能力;而小型机场的增加不会影响网络整体的自愈能力。