用全球原始方程半谱模式研究QBO对行星波传播的影响

本文建立了一个全球原始方程半谱模式,模拟了赤道上空风场准两年振荡(QBO)及其相应的副热带急流大小对冬季半球行星波向上传播及平流层突然增温的影响。结果表明,波数1的行星波在QBO东风相比西风相更易向上传播,平流层增温更快更强。波数2则相反。QBO对低纬对流层里的行星波上传的影响限制在低纬低平流层,对中高纬影响不大。     

航天飞机最优交会轨道及其控制

本文在文[2]、[4]的基础上,研究了最优交会轨道,导出了在推力作用下最优交会轨道的解析表达式;并对最优交会轨道和最优控制规律作了数值计算,求得了最优解。结果表明,对于目标航天器绕圆形轨道运行的情况,要求最优空间交会轨道和最省燃料的控制规律,此法有较好的实用价值。     

大气温度剖面的行星波驻波结构

利用Ｎ８ｍｂｕｓ－７卫星上角度扫描红外辐射计（ＳＡＭＳ）的资料，分析出大气温度剖面具有行星波垂直结构的驻波结构；讨论了波长、振幅随高度的分布，驻波结构随经度、纬度的变化，以及可能的形成机制。     

基于候选点稠密匹配的三维场景重构方法

针对星球探测机器人在未知环境中三维场景重建存在的计算复杂度问题,提出基于网格候选点的三目立体匹配算法。在空间中建立代表深度信息的网格节点,并对深度方向的节点分布进行合理规划,确保候选点稠密匹配的准确性和高效性。候选点匹配解决了传统立体匹配算法中图像校正带来的实时性问题,同时采用三目视觉系统代替双目,通过另一组对应点的相似性测度对潜在歧义的少量候选点进行二次判决。实验证明,由于处理每组图像对不再需要进行极线校正,因此计算代价与传统的匹配算法相比有一定降低,而第三台摄像机有效消除了匹配歧义,计算量相对于双目系统也没有明显增加。

     

Low-altitude,near-polar and near-circular orbits around Europa

The dynamics of orbits around planetary satellites, taking into account the gravitational attraction of a third-body and the non-uniform distribution of mass of the planetary satellite, is studied. The Hamiltonian considered is explicitly time-dependent. Conditions for frozen orbits are presented. Low-altitude, near-polar orbits, very desirable for scientific missions to study planetary satellites such as the Jupiter’s moon Europa, are analyzed. Lifetimes for these orbits are computed through the single and double averaged method. Comparison between the results obtained by the single and double averaged method is presented. The single-averaged model is more realistic, since it does not eliminate the term due to the equatorial ellipticity of the planetary satellite as done by the double-averaged problem. Considering the single-averaged method, we found unstable frozen orbits where the satellite does not impact with the surface of Europa for at least 200 days. We present an approach using the unaveraged disturbing potential to analyze the effects of these terms in the amplitude of the eccentricity.     

行星探测车被动摇臂悬架的研究与发展

悬架是行星探测车移动系统的关键部件,对其移动性能有直接影响。悬架设计是行星 探测车移动系统研究的重点和热点问题之一。被动摇臂悬架具有诸多优点,是目前行星探测 车移动系统广泛采用的一种悬架形式。对国内外行星探测车被动摇臂悬架的研究状 况进行了概述,对其优缺点进行了分析,对摇臂摆杆悬架进行了分类和详细介绍。最后,提 出了被动摇臂悬架设计要求,指出了其发展趋势,旨在为我国月球探测车悬架的开发提供借 鉴和启示。     

Resonance transitions associated to weak capture in the restricted three-body problem

An interesting dynamics is studied in the restricted three-body problem where a particle abruptly transitions between resonance states, called a resonance hop. It occurs in a region about the secondary mass point which supports weak capture. This region, called a weak stability boundary, was recently proven to give rise to chaotic dynamics. Although it was numerically known that the resonance hop was associated with this boundary, this process was not well understood. In addition, the dynamical structure of the weak stability boundary has not been well understood. In this paper, we give a way to reveal the global structure of the weak stability boundary associated to resonance motions. This structure is shown to be surprisingly rich in resonant periodic motions interconnected by invariant manifolds. In this case, nearly all the motions are approximately resonant in nature where resonance hops can occur. The correlation dimension of orbits undergoing resonant motions, associated to the weak stability boundary, is also examined. The dynamics analyzed in the present paper is related to that studied by J. Marsden et al. under the perspective of Lyapunov orbits and the associated invariant manifolds. Applications are discussed.     

精密进近阶段的多系统GNSS组合RAIM可用性算法及分析

给出了多系统全球卫星导航系统（GNSS）组合接收机自主完好性监测（ReceiverAutonomousIntegrityMonitoring,RAIM）可用性计算方法,在此基础上利用GPS、GLONASS实测数据与BDS、Galileo全星座仿真数据,分析了BDS、GPS、GLONASS和Galileo不同组合在精密进近阶段的RAIM可用性。通过试验分析发现,BDS的5颗地球同步轨道卫星和3颗倾斜地球同步轨道卫星对亚洲、非洲和欧洲大部分地区的RAIM可用性有很大的贡献。这些地区站星间几何观测结构得到改善,使得RAIM可用性相对于其他地区有很大幅度的提升。在亚太地区APV-I阶段单系统导航情况下,北斗导航系统RAIM可用性达到99.5%,高于其他三个导航系统。在精密进近阶段（APV-I、APV-II和CAT-I）,BDS与其他导航系统（GPS、GLONASS和Galileo）的组合导航可以满足全球大部分区域的RAIM可用性需求,大多可达到100%。     

Numerical orbit integration based on Lie series with use of parallel computing techniques

This article outlines necessary steps to perform numerical orbit integrations based on a Lie series approach. Its implementation requires an efficient evaluation of resulting series coefficients. As an example we treat the classical main problem in satellite orbit calculation (_J2$J_2$ only) and the case of a 4×4$4\times 4$-gravity field. All calculations were performed in very high precision with up to 100 significant digits. In comparison to independent third party computations this approach led to superior results referring to the verifiable constancy of various integrals of motion. To achieve a performance similar to classical numerical integrations in terms of acceptable computing time, at least for non-Keplerian motion problems, we exploited parallel computing capabilities. For our examples, run times were improved by several orders of magnitude, depending on the actual chosen precision level (up to a factor of 50,000 in case of double precision). Here we present the mathematical framework of the proposed orbital integration scheme as well as the work flow for its application in a multi-core, parallel computing environment.