基于Oracle的文献资料库全文检索技术

介绍使用0racle Text对文献资料库进行全文检索的技术。     

电子地形图符号体系的研究

随着数字制图技术的发展,电子地图的应用日益增多,为保证地理信息感知和认知的一致性与准确性,达到信息与资源共享,电子地形图符号的规范化、标准化势在必行.文中针对此种需求介绍了电子地形图符号体系和符号标准化的研究现状,分析了电子地形图符号体系中存在的主要问题,详细阐述了电子地形图符号体系构建的基本原则、内容以及体系结构,并且结合示例进行了说明,为电子地形图符号体系的研究提供了一些思路.     

Unstable kinetic Alfvén wave in partially ionized plasma

The stability of kinetic Alfven waves is discussed for a partially ionized plasma with a flux of ionizing electrons which balance the plasma particle losses. Accidental electromagnetic perturbations are shown to be unstable due to the energy change of ionizing electrons.     

ArcGIS环境下地图符号库的实现

地图符号作为地图语言在地图的制作和输出中起着非常重要的作用。但是,由于ArcGIS中的数据输入、编辑、查询与制图模块Arc Map中自带的符号库不能满足我国基本比例尺地图输出的要求,因此,必须为它建立符合地图图式要求的符号库。对于在Arc GIS中不能实现的符号,如电力线,将由Arc Object来制作完成。应用VB程序设计将电力线做出并且加入到Arc GIS环境中去。本文重点论述了Arc GIS环境下地图符号库的设计方法,并分别讨论了点状符号、线状符号和面状符号的实现方式。     

GPS控制网图形应用程序的类设计

根据对基线数据的特点分析,运用面向对象的编程方法,对GPS控制网图形应用程序进行了类设计,包括类层次划分、各类的数据成员及其函数的设计。基于类开发的GPS控制网图形应用程序,实现了对基线数据及其操作的封装,有利于程序对基线数据的处理。同时,利用父类与子类间数据成员、成员函数的继承关系,可以优化GPS控制网图形应用程序的整体设计。     

高校图书馆自动化建设的实践与探讨

在国内自动化、网络化、数字化图书馆飞速发展的今天,图书馆自动化建设是高校图书馆事业发展的必由之路,高校图书馆自动化建设实有其必要性和现实意义。文章试从图书馆建设环境、遇到的问题等方面,探讨我国高校图书馆究竟如何实现图书馆自动化建设,以期有利于指导各高校图书馆的自动化建设。     

Kinetic Monte Carlo method for simulating astrochemical kinetics: Test calculations of molecular hydrogen formation on interstellar dust particles

Molecular hydrogen formation on the surfaces of interstellar dust grains has been studied numerically. Different stochastic methods (analogue Monte Carlo methods, direct solutions of the chemical master equation, continuous-time random-walk simulations, etc.) have been recently applied to the astrochemistry of hydrogen formation; however, the computational efficiency of these approaches is usually low because they are extremely time consuming (Herbst and Shematovich, 2003). A kinetic version of the Monte Carlo method based on splitting by physical processes is presented in the study. Each of the basic physical processes—adsorption of atomic hydrogen on the surface, thermal diffusion, formation of molecular hydrogen, and hydrogen desorption from the surface-are considered as independent random Markovian-type processes and are simulated using stochastic algorithms. The suggested numerical model is computationally efficient allowing calculations to be held on model surfaces with up to 10⁶ active centers, which corresponds to interstellar grains of up to 0.4 μm in diameter. Test calculations of the efficiency of molecular hydrogen formation were held for the two models of the surfaces of interplanetary grains, namely, for the homogeneous surfaces of olivine and amorphous carbon. It was confirmed that the effective formation of molecular hydrogen in diffuse molecular clouds is possible only within a narrow range of dust-particle temperatures. A comparison with the numerical results of other authors is presented.     

Photometric function variations observed on the near side of the Moon: Mapping

During two lunations, telescopic imaging of the near side of the Moon was performed at the Maidanak mountain observatory (Uzbekistan) with the use of digital cameras based on CMOS detectors. In different ranges of phase angles, the slope of the phase function of the lunar surface was mapped at a wavelength of 0.52 μm with the method of phase ratios. It has been shown that when the phase angle is gradually decreasing, the correlation between the phase-function slope and the albedo first disappears, and then even changes its sign at small phase angles.     

Hierarchy of periodic solutions families of spatial Hill’s problem

Many modern space projects require the knowledge of orbits with certain properties. Most of these projects assume the motion of a space vehicle in the neighborhood of a celestial body, which in turn moves in the field of the Sun or another massive celestial body. A good approximation of this situation is Hill’s problem. This paper is devoted to the investigation of the families of spatial periodic solutions to the three-dimensional Hill’s problem. This problem is nonintegrable; therefore, periodic solutions are studied numerically. The Poincare theory of periodic solutions of the second kind is applied; either planar or vertical impact orbits are used as generating solutions.