非线性系统的动态神经网络自适应辨识

提出了用双层动态神经网络在线辨识非线性动态系统的方法。神经网络的权重在线学习，不需要离线训练。在无逼近误差和扰动的理想情况下，所提出的在线算法能保证辨识误差趋于零，基函数持续激励条件能保证权重趋于零。在非理想情况下，权重调整律采用ｅ修正权重算法，它是ＢＰ算法的推广，不需要基函数的持续激励条件。基于李雅普诺夫稳定性理论保证了自适应辨识系统的稳定性。仿真算例说明了所提出的动态神经网络自适应辨识的有效性     

系统思想在航天企业全面风险管理实施中的应用

介绍了风险管理国际标准ISO31000的核心内容——风险管理框架,以及系统思想的基本理念;以系统观点和方法为基础,对国际标准在航天企业全面风险管理中的应用进行了探讨。通过对全面风险管理工作的系统分解与集成,并以其中的"环境"分系统建设为例,进一步细分工作内容,与现有业务管理工作相结合,探索出全面风险管理工作在航天企业落地的基本路径。     

Spatial approaches to moons from resonance relative to invariant manifolds

In this study, the final approach to a moon or other body from resonance is explored and compared to the invariant manifolds of unstable periodic orbits. It is shown that the stable manifolds of planar Lyapunov orbits can act as a guide for the periods or resonances that are required for the final approach in both the planar and spatial problems. Previously developed techniques for the planar problem are expanded for use with resonances and used for comparison with trajectories approaching a moon from these resonances. A similar technique is then used for exploring the relationship of invariant manifolds to approach trajectories in the spatial problem. It is shown that the invariant manifolds of unstable periodic orbits provide insight into the trajectory design, and they can be used as a guide to the more direct approach trajectories.     

增强FMS柔性的关键技术研究

柔性制造技术是现代制造业广泛采用的一种先进的制造技术。实现生产柔性是引进柔性制造技术的根本目的。ＦＭＳ是柔性制造技术应用的典型模式。     

组织管理的系统思维

系统是由相互关联的元素组成的整体。系统思维(Systems Thinking)是一种以整体观点观察事物的方式。基于工程原理和法则的定量化模型方法在管理领域的应用,因为人的动机和行为的复杂性而受到了限制。综合集成是具有系统思维的管理者对现实问题的不同诠释,是认识和解决管理复杂性问题的有效方法。     

复杂可修系统效能中可信度矩阵的构造方法

复杂可修系统可信度建模对保证效能的定量分析至关重要.本文在考虑不同维修状况的基础上,着重对不同任务剖面内相应任务阶段中武器装备可信度进行了深入的定量分析和综合,进而构造出武器装备的可信度矩阵,用于武器装备的效能分析;文中以某地面车辆为例,进一步论证了武器装备可信度矩阵的工程含义,旨在为合理确定一大类武器装备的效能和可信度指标提供理论依据.     

A formal approach using SysML for capturing functional requirements in avionics domain

In this work, a Model-Based Systems Engineering approach based on SysML is proposed. This approach is used for the capture and the definition of functional requirements in avionics domain. The motivation of this work is triple: guide the capture of functional requirements, validate these functional requirements through functional simulation, and verify efficiently the consistency of these functional requirements. The proposed approach is decomposed into several steps that are detailed to go from conceptual model of avionics domain to a formal functional model that can be simulated in its operating context. To achieve this work, a subset of SysML has been used as an intermediate modelling language to ensure progressive transformation that can be understood and agreed by system stakeholders. Formal concepts are introduced to ensure theoretical consistency of the approach. In addition, transformation rules are defined and the mappings between concepts of ARP4754A civil aircraft guidelines and SysML are formalized through meta-model. The resulting formalization enables engineers to perform functional simulation of the top-level functional architecture extracted from operational scenarios. Finally, the approach has been tested on an industrial avionics system called the Onboard Maintenance System.     

基于模型的载人航天器研制方法研究与实践

载人航天器具有系统规模大、技术难度高、单件小批量、无法通过多次飞行持续完善设计、可靠性要求高等特点。当前载人航天器研制中仍存在着参数化和模型化程度不高、基于模型的系统综合仿真验证不足、研制各环节缺乏数字化集成等问题，传统基于文本的系统工程方法已无法满足研制需求，亟需采用基于模型的系统工程方法。本文针对载人航天器的研制现状和应用需求，提出了面向载人航天器全生命周期的模型体系，定义了需求模型、功能模型、产品模型、工程模型、制造模型、实做模型等六类模型，提出了基于模型的研制流程，包含系统设计闭环验证、产品设计闭环验证、实做产品闭环验证3个验证环节，并深入探索了各研制环节中不同模型间的传递与关联关系。以某型号载人航天器为应用基础，系统地验证了提出的方法。     

脉冲调制光热辐射测量的分层模型与计算

给出了脉冲调制光热辐射中温度场分布的数值模拟结果，建立了分层介质的三维热扩散模分析了层深度、大小等信息与温度场的关系，并将计算结果同扫描式测量的实际测量结果相比较，两者符合良好。     

Dynamics of a spacecraft and normalization around Lagrangian points in the Neptune–Triton system

The problem of a spacecraft orbiting the Neptune–Triton system is presented. The new ingredients in this restricted three body problem are the Neptune oblateness and the high inclined and retrograde motion of Triton. First we present some interesting simulations showing the role played by the oblateness on a Neptune’s satellite, disturbed by Triton. We also give an extensive numerical exploration in the case when the spacecraft orbits Triton, considering Sun, Neptune and its planetary oblateness as disturbers. In the plane a × I (a = semi-major axis, I = inclination), we give a plot of the stable regions where the massless body can survive for thousand of years. Retrograde and direct orbits were considered and as usual, the region of stability is much more significant for the case of direct orbit of the spacecraft (Triton’s orbit is retrograde). Next we explore the dynamics in a vicinity of the Lagrangian points. The Birkhoff normalization is constructed around L₂, followed by its reduction to the center manifold. In this reduced dynamics, a convenient Poincaré section shows the interplay of the Lyapunov and halo periodic orbits, Lissajous and quasi-halo tori as well as the stable and unstable manifolds of the planar Lyapunov orbit. To show the effect of the oblateness, the planar Lyapunov family emanating from the Lagrangian points and three-dimensional halo orbits are obtained by the numerical continuation method.