Return to Europa: Overview of the Jupiter Europa orbiter mission

Missions to explore Europa have been imagined ever since the Voyager mission first suggested that Europa was geologically very young. Subsequently, the Galileo spacecraft supplied fascinating new insights into this satellite of Jupiter. Now, an international team is proposing a return to the Jupiter system and Europa with the Europa Jupiter System Mission (EJSM). Currently, NASA and ESA are designing two orbiters that would explore the Jovian system and then each would settle into orbit around one of Jupiter’s icy satellites, Europa and Ganymede. In addition, the Japanese Aerospace eXploration Agency (JAXA) is considering a Jupiter magnetospheric orbiter and the Russian Space Agency is investigating a Europa lander.     

机场道面改造工程对环境的影响分析

建筑工程在建设环境的同时也在破坏环境。本文从生态、噪声、废水、灰尘及固体废物等方面分析机场道面改造工程带给当地环境的影响,并根据分析结果提出相应的环境保护措施,为今后的机场建设工程减少环境污染提供参考。     

差动变压器式位移传感器专家设计系统的研究

在分析差动变压器式位移传感器整个设计流程的基础上,提出开发位移传感器专家设计系统。按照实际流程,将专家设计系统分为参数设计、分析仿真、三维建模三个部分,并简要介绍了整个系统的结构、功能及实现。     

飞机雷电防护设计与鉴定试验

飞机遭受雷击后产生强大的雷电流,它严重的威胁飞行的安全.本文分析了雷电造成的危害,并论述了飞机结构设计应为雷电流提供低阻抗的通路.对雷击放电敏感的部位和部件,必须根据自身的重要性采取适当的雷电防护措施,以尽可能减少雷电对飞机的损害.最后介绍了为确保雷电防护措施的可靠性而进行的验证试验方法.     

提高同位素测量航空燃油密度精度的方法研究

在介绍利用同位素放射性原理测量航空燃油密度的机理及测量系统构成的基础上,针对测量中出现的同位素射线初始强度发生波动对测量结果造成干扰的现象,提出了2种解决方法(测量结果修正方法和双探测器差动测量方法),并从原理上论述了利用这2种方法提高同位素航空燃油测量系统抗干扰性能和测量精度的可行性.      

陕西省县域经济发展浅探

党的十六大提出"壮大县域经济"以来,县域经济作为社会经济一种新的发展模式已受到社会各界越来越多的关注.发展壮大县域经济,增强县城经济活力和竞争力,也是陕西省目前经济发展的重要任务之一.通过对陕西省县域经济现状的阐述,指出了存在的问题,提出了强化特色意识、环境意识、开放意识和推进"三化"进程等发展壮大陕西省县域经济的建议和措施.     

基于混合战略均衡双寡头航空公司定价博弈研究

利用产品差异化理论和博弈理论,建立了双寡头航空公司市场竞争定价的不完全信息静态博弈模型,假定双方经营相同航线、选择相同机型、面临相同旅客,而在产品价格和服务水平方面存在差异性,在文献【1】中证明了这种博弈不存在纯策略均衡,按照纳什均衡解存在性理论,对混合战略均衡进行求证,得出结论：双方价格和服务水平的大小关系一致时,其市场份额和期望利润的关系与之相同;双方两因素关系随机变化时,其市场份额及期望利润同其变化程度有关,即结果不确定。     

Using high-energy proton fluence to improve risk prediction for consequences of solar particle events

The potential for exposure to large solar particle events (SPEs) with high energy levels is a major concern during interplanetary transfer and extra-vehicular activities (EVAs) on the lunar and Mars surface. Previously, we have used data from the last 5 solar cycles to estimate percentiles of dose to a typical blood-forming organ (BFO) for a hypothetical astronaut in a nominally shielded spacecraft during a 120-d lunar mission. As part of this process, we made use of complete energy spectra for 34 large historical SPEs to calculate what the BFO mGy-Eq dose would have been in the above lunar scenario for each SPE. From these calculated doses, we then developed a prediction model for BFO dose based solely on an assumed value of integrated fluence above 30 MeV (Φ₃₀) for an otherwise unspecified future SPE. In this study, we reasoned that since BFO dose is determined more by protons with higher energies than by those with lower energies, more accurate BFO dose prediction models could be developed using integrated fluence above 60 (Φ₆₀) and above 100 MeV (Φ₁₀₀) as predictors instead of Φ₃₀. However to calculate the unconditional probability of a BFO dose exceeding a pre-specified limit (“BFO dose risk”), one must also take into account the distribution of the predictor (Φ_30,Φ₆₀, or Φ₁₀₀), as estimated from historical SPEs. But Φ₆₀ and Φ₁₀₀ have more variability, and less available historical information on which to estimate their distributions over many SPE occurrences, than does Φ₃₀. Therefore, when estimating BFO dose risk there is a tradeoff between increased BFO dose prediction at a given energy threshold and decreased accuracy of models for describing the distribution of that threshold over future SPEs as the threshold increases. Even when taking the second of these two factors into account, we still arrived at the conclusion that overall prediction improves as the energy level threshold increases from 30 to 60 to 100 MeV. These results can be applied to the development of approaches to improve radiation protection of astronauts and the optimization of mission planning for future space missions.     

稀疏拟谱最优控制法求解Goddard火箭问题

提出了一种新的基于直接转化法的求解基于常微分方程(ODE)和微分代数方程(DAE)的最优控制问题的数值方法.该方法通过Legendre-Gauss拟谱法同时离散化状态变量和控制变量,把最优控制问题转化为一个非线性规划问题,并利用改进的多相处理方法避免优化无控段,同时基于稀疏矩阵探索其一阶导数信息.数值结果表明,与传统的直接转换法相比,该方法是一种通用高效的精度较高的ODE/DAE最优控制直接数值求解法.最后,从工程观点出发,应用该方法成功求解了终端自由有路径约束的奇异最优控制问题Goddard火箭问题.     

基于数字水印的多媒体教学资源版权保护的研究

针对视频、音频、电子课件等多媒体教学资源亟待解决的版权保护问题,提出一种新的基于数字水印技术的解决方案。并结合目前教学资源管理系统的结构进行实践性的探索,得出一种系统解决教学资源版权保护的技术方法。