中国科学投稿要求

题目作者1*, 作者2, 作者3 单位1, 所在地 邮编; 单位2, 所在地 邮编* E-mail: 收稿日期: 2009-00-00; 接受日期: 2010-00-00基金资助项目(批准号: )摘要 单击此处键入中文摘要. 应反映出论文的主要观点, 概括其结果或结论. 摘要的撰写要精心构思, 随意从文章中摘出几句或只是重复一遍结论的做法是不可取的. 摘要中不能出现文献序号.关键词 关键词1, 关键词2, 关键词3 PACS: 21.10.Jx, 46.90.+s, 46.15.-x单击此处键入前言内容.1 标题11.1 子标题1正文中文使用宋体10号字体, 英文使用Times New Roman 10号字体. 2 标题2公式居行中，按顺序编码排列。3 标题33.1 子标题1正文中文使用宋体10号字体, 英文使用Times New Roman 10号字体. 3.2 子标题24 标题4图1如图所示。图1 这里添写图题5 标题5(1) 结论;(2) 结论; (3) 结论; (4) 结论.参考文献 1 Wang Q H, Lindon O, Hardle W. Semiparamet-ric regression analysis with missing response at random. J Am Stat Assoc, 2004, 99: 3343452 Rordam M, Larsen F, Lausten N. An introduction to K-theory for C*-algebras. Cambridge: Cam-bridge University Press, 2000. 30353 Qin H R. The subgroups of a finite order in K(Q). In: Bass H, Kuku A O, Pedrini C, eds. Algebraic K-theory and Its Application. Singapore: World Scientific, 1999. 6006074 Minor H E. Spillways for high velocities. In: Zu-rich V E, Minor H E, Hager W H, eds. Proceed-ings of International Workshop on Hydraulics of Stepped Spillways, Rotterdam, the Netherlands, 2000. 3105 Liu G X. Classification of finite dimensional basic Hopf algebras and related topics. Disertation for the Doctoral Degree. Hangzhou: Hangzhou University, 2005. 24286 Phillips N A. The Nested Grid Model. NOAA Tech-nical Report NWS22. 19797 苏晓龙, 贾晓军, 谢常德, 等. 用正交压缩态光场产生连续变量类GHZ和类Cluster四组分纠缠态. 中国科学G辑: 物理学 力学 天文学, 2007, 37(6): 6896998 Zhang W P. Experiment Apparatus of Diffraction Imaging. China Patent, .X, 2003-12-039 Wang D L, Zhu J, Li Z K, et al. User Manual for QTKMapper Version 1.6, 199910 Hemodynamics III: The ups and downs of hemodynamics. Version 2.2. Orlando (FL): Computerized Educational Systems. 199311 Christine M. Plant physiology: Plant biology in the Genome Era OL. Science, 2003, 281: 331332 2003-09-23. / anatmorp.htm12 傅景礼, 陈立群, 陈本永. 非规范格子离散机电耦合动力系统的Noether理论. 中国科学: 物理学 力学 天文学, 2010, 40(2): 13314513 He C J, Zhou H B, Hang Y H. A numerical study on Rayleigh-Taylor instability of aluminum plates driven by detonation. Sci China Phys Mech Astron, 2010, 53(2): 195198TitleAuthor 11,2*, Author 22 & Author 331 Address 1;2 Address 2;A precise dynamical model to describe the relative motion of a lunar probe in a rotating coordinate system is presented. Real celestial mechanics background of the sun, the earth and the moon is considered. An accurate and simple formula of the absolute angular velocity of the rotating coordinate system Including solar gravitational perturbation is derived. The model would be the one for elliptical restricted three-body problem if the solar gravitation was neglected, and the one for circular restricted three-body problem if the lunar orbit eccentricity was zero. An iterative method to calculate accurate collinear and triangular Lagrange points, which are relevant to the Julian date and time period concerned, was established. The model can be used to design transfer orbit to the moon passing through the Lagrange points.lu