弹性支撑条件下齿轮体的动力特性与啮合齿的动力响应

 结合齿轮的实际工作状况，建立了齿轮结构的弹性体动力学模型，进行了弹性动力学分析,得出了齿轮的弹性固有特性; 考虑了弹性支撑轴对齿轮体振动的影响，将其处理为弹性支撑，推导了弹性支撑弹簧刚度的表达式,并在弹性边界条件下，考虑了弹性圆盘对啮合齿响应的影响，建立了齿轮支撑系统的动力模型和轮齿响应计算模型，研究了齿轮支撑系统的固有特性,并与实验结果进行了对比验证; 求解了啮合齿的动力学响应，并进行了模拟仿真。研究表明采用弹性支撑条件进行齿轮支撑系统分析是真实、精确的，为齿轮弹性体的动载荷计算、动态设计和齿轮传动系统的精确动力学研究提供了一种分析方法。     

The Radio Frequency Subsystem and Radio Science on the MESSENGER Mission

The MErcury Surface, Space ENvironment, GEochemistry, and Ranging (MESSENGER) Radio Frequency (RF) Telecommunications Subsystem is used to send commands to the spacecraft, transmit information on the state of the spacecraft and science-related observations, and assist in navigating the spacecraft to and in orbit about Mercury by providing precise observations of the spacecraft’s Doppler velocity and range in the line of sight to Earth. The RF signal is transmitted and received at X-band frequencies (7.2 GHz uplink, 8.4 GHz downlink) by the NASA Deep Space Network. The tracking data from MESSENGER will contribute significantly to achieving the mission’s geophysics objectives. The RF subsystem, as the radio science instrument, will help determine Mercury’s gravitational field and, in conjunction with the Mercury Laser Altimeter instrument, help determine the topography of the planet. Further analysis of the data will improve the knowledge of the planet’s orbital ephemeris and rotation state. The rotational state determination includes refined measurements of the obliquity and forced physical libration, which are necessary to characterize Mercury’s core state.     

结构复固有频率区域的区间摄动法

利用区间数学研究具有误差或有界不确定性结构参数的非比例阻尼结构复特征值 所在区域问题.将误差或有界不确定性结构参数用区间定量化,这样,具有误差或有界不确 定性结构参数的非比例阻尼结构复特征值所在区域问题便可归结为实区间矩阵的广义特征值 问题.对于小的误差或有界不确定参数,所提出的求解实区间矩阵的广义特征值问题的区间 摄动法可以给出满足工程要求的结构固有频率所在的区域.     

Applying the mathematical theory of stochastic processes to lunar and planetary science: the ancient oceans on Mars case

The Mathematical Statistics Theory (MST) and the Mathematical Theory of Stochastic Processes (MTSP) are different branches of the more general Mathematical Probability Theory (MPT) that represents different aspects of some physical processes we can analyze using mathematics. Each model of a stochastic process according to the MTSP can provide one or more interpretations in the MST domain. The importance of MTSP is that each such interpretation can provide large amount of new information. While large body of work on the impact crater statistics according to MST has already been done, it is yet to be investigated as to how we can model a stochastic process according to MTSP; for example, bombardment of the planetary surface or something else in a Lunar and Planetary Science (LPS) domain. In order to show possible achievements, the possible existence of a Martian ocean was chosen as a query that could be addressed through computations using presumptions according to MTSP, including probability of existence as well as lateral and vertical extent and duration of time. While the presumptions for this particular case will also be addressed in certain degree, this will be done primarily to show complexities of some physical process that can be modeled, rather than to prove correctness of the concrete values computed here. While this in itself can be the objective in some future work toward the formal proof of the probability, extent, and timing of oceans on Mars, the basic idea here is to show the basic principles of MTSP, and its potential for addressing LPS-related phenomena. Here, I attempt to show how this approach can: (1) provide large amounts of previously unknown information about physical processes on the surface of the planet, (2) lead to a better understanding of the processes that have shaped the surface of the planet, and/or (3) help constrain the amount of resurfacing. Coupled with other current methodologies, MTSP can result in a better understanding of the history of Mars, as well as other lunar and planetary bodies.     

无穷观问题的研究（Ⅰ）—历史的回顾与思考

本组系列论文（Ⅰ）－（Ⅴ）从数学和认识论的角度系统地研究了无穷观问题的历史发展和现状，确立了无穷观背景世界的三分法原则，指出了两种无穷观相五排斥的局限性，形成了统一两种无穷于同一框架中的基本观点，并建立了一个统一实无限与潜无限于同一框架中的公理集体论系统APAS。     

带压电层功能梯度复合材料混合层合板的自由振动和动力响应

基于Reddy高阶剪切变形理论和广义Krmn型方程,用双重Fourier级数展开法求得了四边简支带压电层功能梯度复合材料混合层合板的自由振动及动力响应的解析解,分析中考虑了组分材料热物参数对温度变化的依赖性,讨论了材料组分指数、温度变化和控制电压对固有频率及动力响应的影响。     

平尾均值在武器装备科学技术奖成果评定中的应用

分析、比较了样本均值、截尾均值、平尾均值在统计学意义下的特性和差别,阐述了在武器装备科学技术奖成果评定中,以平尾均值替代样本均值的必要性和意义。     

语言学与语言教学纵横观

多年来语言学研究与语言教学的实践表明,外语教学的良好成就离不开语言学界对于语言共性的深层理解。根据当今语言学的特点和观点,通过语言变体之分析,阐述了语言的体系或结构,指出了语言学的发展趋势以及语言教学的理论依据。     

满足固有频率和振型要求的复合材料翼面结构动力学设计

 就满足固有频率和振型要求的翼面结构动力学设计问题提出了一种有效的工程解决方法，并且应用于实际的型号设计。试验结果表明，机翼结构的设计满足了设计要求。其解决过程对于新机设计或用复合材料替换金属结构的等效刚度设计均有重要的指导意义。
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中国航空运输业规制:实证分析与对策思考

航空运输业规制历史悠久,从理论和实践来看,自然垄断性并不是对航空运输业进行规制的主要原因.中国对航空运输业的规制来源于政府的行政干预和国有资产所有者地位,这种规制造成了企业的低效率和产业发展的困难.在实证分析了规制对中国民航业的影响之后,针对中国的民航规制改革,提出了应选择的对策措施和改革路径.