基于Kriging模型梯度解析解的改进一次二阶矩方法

改进一次二阶矩（AFOSM）法是一种基于功能函数梯度的结构可靠性分析方法，鉴于其对隐式函数的梯度较难求解，提出了一种基于Kriging模型梯度解析解的AFOSM方法，利用Kriging代理模型的解析表达式推导得到功能函数对输入变量的梯度解析解，为AFOSM中设计点的确定提供高精度的梯度信息。通过Kriging与AFOSM的结合，很好地解决了基于有限元模型的隐式情况下梯度计算量相当大、可靠性分析难的问题。数值与工程算例验证了所提Kriging梯度解析解的较高精确性，同时验证了所提基于Kriging解析解的AFOSM结构可靠性分析方法的正确性与较高精度。     

Interference torque of a three-floated gyroscope with gas-lubricated bearings subject to a sudden change of the specific force

A numerical study is carried out to investigate the influence of a sudden change of the specific force on a three-floated gyroscope with a rotor supported on gas-lubricated bearings.The interference torque is calculated to evaluate the influence by modeling the transient behavior of the rotor-bearing system. In combination with dynamic equations of the rotor displacement,the Reynolds equation is solved on the surface of spiral-grooved conical bearings. It is assumed that a steady state has been obtained with a constant specific force, and then the specific force is suddenly changed and maintained constant after that. Responses of the sudden change are obtained by solving the equations. Numerical results show that the direction of the sudden change of the specific force is the main factor which influences the interference torque curve. With a sudden change along the input direction, the interference torque fluctuation has a constant frequency and a decreasing amplitude. With a sudden change along the output direction, the interference torque fluctuates in a small range. With a sudden change along the spin direction, the change of the interference torque combines a fluctuation and a gradually-changing quasi-equilibrium value. This study provides a supplement to the steady-state error model of the three-floated gyroscope.     

无人水面艇海洋调查国内应用进展与展望

针对浅水区、污染区、极地等复杂海洋环境，传统海洋调查手段劳动强度高、安全风险大、作业效率低。无人水面艇具备无人、高效等特点，非常适合在上述复杂海洋环境中作业，并于近年来在海洋调查领域中得到了快速发展与广泛应用。从海洋调查领域中无人水面艇的优势、国内外典型的无人水面艇和应用案例入手，深入分析了我国无人水面艇海洋调查的现状，并对未来的技术发展方向进行了展望。实践表明，应用无人水面艇进行海底地形地貌调查的技术已基本成熟，水深数据质量和自主导航精度均可满足规范要求。在未来，须将无人水面艇的应用进一步扩展至物理海洋、海洋生物、海洋化学等专业领域，并加快研制基于可再生能源的长航程无人水面艇，以开展全球性海洋调查。     

半球谐振陀螺全角模式控制技术研究

介绍了半球谐振陀螺全角模式的工作机理及其技术特点。对全角模式下振型的控制进行了理论分析,采用乘法相干解调对陀螺振型参数进行提取,并采用参数激励方法对谐振子进行驱动和控制。设计了数字电路进行实验,结果表明该全角模式控制技术实现了半球谐振陀螺的角速率积分功能,能够0°～360°全角度敏感输出,测得的角速度测量值超过300(°)/s,角度测量线性度优于10~(-4),与传统的力平衡模式相比,半球谐振陀螺的动态特性得到大幅提升。     

eLoran系统ASF网格应用算法研究

ASF网格是提高增强型罗兰（Enhanced Long Range Navigation，eLoran）系统精度的重要方法。根据所在网格四个顶点的附加二次时延（Added Secondary Factor，ASF）值通过网格应用算法得到待测试点的ASF值，一定程度上比公式计算的ASF值更准确。在计算过程中，用户四个顶点ASF值的测量误差会传递给用户，同时内插算法本身也会引入误差，此时内插算法的选择尤为重要。本文通过仿真、分析比较几种常用的内插算法，得出结论：反距离插值算法引入的误差最大，双线应插值算法引入的误差最小，而且误差呈现一定层次感，网格从内到外误差逐渐减小。     

基于激光扫描技术的大型船舶舱容量计量技术研究

介绍了一种应用三维激光扫描技术，采集获取船舱三维点云数据，对点云数据进行配准、修补，完成船舱内部构件精细建模，快速高精度的重建大型船舱三维模型，实现大型船舱容量快速计算的方法。运用三维激光扫描技术完成158000吨大型油轮液货舱容量计量，通过与传统容量计量方法进行比对分析，解决了单点数据采集模式弊端，达到了大型船舶舱容量快速、精准计量效果。     

基于自适应Kriging代理模型的交叉熵重要抽样法

对于复杂失效域和小失效概率耦合的可靠性分析问题，本文提出了一种交叉熵重要抽样（CE-IS）方法结合自适应Kriging （AK）代理模型的求解方法（CE-IS-AK）。所提方法基于交叉熵原理，用混合高斯模型逐步逼近最优重要抽样密度函数，并采用AK模型协助逼近过程中混合高斯模型的参数的更新，从而提高了CE-IS方法的计算效率。另外，本文还改进了CE-IS方法的收敛准则，避免了方法的冗余迭代，扩大了方法的适用范围。由于在CE-IS方法中引入了AK模型，因此，本文方法所构建的重要抽样函数在保证精度的基础上提高了效率。相较于AK-MCS方法，本文方法中引入了重要抽样的思想，因此在Kriging训练点数目基本相同的情况下，大幅缩减小失效概率计算时样本池规模，并且由于利用了混合高斯模型，因而对多失效域具有较好的适用性。算例分析也证明了本文所提方法的优越性。     

期望状态序列导向的深空探测器规划修复方法

Aiming at the challenges caused by the persistence, concurrency and energy consumption of probe actions, a plan repair method of deep space probe based on the expected state sequence is proposed. In this method, the expected state sequence is formed of the expected effect of the unfinished action and the expected precondition of the unexecuted action in the pre designed plan, according to the execution status of the action. The expected state sequence is an ordered set of states with mixed logic and energy, providing subgoals for plan repair and also transforming the plan repair problem into the state transition path searching problem. During the search, the plan repair strategy with energy supply priority is proposed, which separates the logic repair from energy repair to reduce the difficulty of solving the problem. And this method enables the probe to recover from plan failure autonomously. Finally, the effectiveness and rationality of the proposed method are verified through simulation by taking the Mars Orbiter as an example.