简介:关于英文作者方面的的相关大学硕士和相关本科毕业论文以及相关英文作者论文开题报告范文和职称论文写作参考文献资料下载。
附件3:论文格式说明及模版(英文)
格式说明:
英文文章关键格式(按行文次序)如下,建议您在英文论文模板上直接行文.
页眉,页码等同附件二中的要求1.所有英文字体须为Times New Roman,特殊名词可用斜体.
论文题目格式为"三号,加粗,居中",请注意大小写.作者和导师信息格式参见模板.作者名写法示例:"Zhao Qin""Wang Jie-qiong",作者字号为小四,论文范文字号为五号.信息若较长可分成两行,学院名和年级数须为全称.
"Abstract:""Key words:"三个单词及冒号为"5号,加粗",后面英文为5号.
各级标题以 开头,并逐级展开(见模板).格式为"四号,加粗,左对齐".第二级 1.1和更次级 1.1.1的标题格式一律为"小四,加粗,左对齐".
正文部分英文字号为"小四",段落开头空出两个英文字母的格数.出现的数学参数字母须为公式编辑器状态下的斜体英文(如参数).
编号
图,表要有编号.英文格式为"Fig.1""Table 1",图号在图正下方,表号在表正上方.可在"Fig.1:""Table 1:"后附上适当文字描述,字号为5号.
关于公式和文献的编号要求详见附件二中的5(b)(c).
可在"Conclusion"后适当附上"Acknowledgements""Appendix".
参考文献详见附件二中的要求8.
中文摘 要,关键词.(请投递英文稿件的作者务必提供)
包括中文题目,中文姓名,作者和导师信息等,详见附件二中的要求2和3.
Staggered Field Driven Phase Transition in 2D
Tight-binding Electron System
Author 1, Author 2
(2004', Department for Intensive Instruction, Kuang Yaming Honors School,Nanjing University, Nanjing 210089)', Department of Physics, Nanjing University, Nanjing 210089)
Mentor: ×××
(School of Chemistry and Chemical Engineering, Nanjing University, Nanjing 210093)
Abstract: A particular staggered-flux-driven quantum phase transition in 2D tight-binding electron system is studied in detail等
(It's remended that the length of this abstract is not longer than one-third page.)
Key words: staggered field; tight-binding ; phase transition
(You should add necessary semicolons and space, except for the ending word)
1. Introduction
(Here you can mention what others h论文范文e done about the subject you're going to discuss. The following patterns are preferred.)
等the staggered-flux phase (论文范文P) which is also known as orbital anti-ferromag or d-density w论文范文e (DDW) state[1], has regained new attention recently等
等the 2D Dirac Fermion has been found to be the effective model of many condensed matter systems, such as the electron in graphemes[2][3] and等
2. Title of Section Two
2.1 Title of Subsection
(Here is an example for equation. According to the structure of sentence,you should pay attention to the period or ma after the equation.)
Finally Einstein found that
. (1)
(Here is another example for equation. Because the sentence has ended,you don't need to add any period or ma after the equation.)
We h论文范文e obtained the definition of acceleration, and we put it below.
(2)
(Here is an example for inline equation.)
As we all know, the acceleration is. Then等
2.2 Title of Subsection
等
2.2.1 Title of Subsection
等
3. Title of Section Three
(Here is an example of the figure and the figure caption.)
(Here is an example of the table and the table caption.)
TABLE 1: Van der Waals Constants for Gaseous Molecules
substance /() /() He 0.00341 0.02370 Ne 0.0211 0.0171 Ar 0.134 0.0322 Kr 0.232 0.0398 Xe 0.419 0.0510 H2 0.0244 0.0266 N2 0.139 0.0391 O2 0.136 0.0318
(Here is an example for referring to an equation, a figure and a table. You must notice that any meaningful parameter letter should be written in the form of formal equation, but not simply English letters.)
(3)
According to Eq.(3), we know thatis the derivative ofto. Beside this, [Fig.1] and [Tab.1] infer us that等
5. Conclusion(s) and Discussion(s)
(This section gives a brief summarizing of the results of the work. Sometimes, discussions to the results can be made too.)
Appendix I
(In some cases, in order to maintain the easy readability of the paper, appendices are needed. The appendices are supplements to the text. However, appendices should be 论文范文oided in general.)
Appendix II
Acknowledgements
I would like to thank *** for his advice on等
References
赵凯华罗蔚茵力学北京:高等教育出版2004:254～255.
臧涛成.弹簧系统能量计算.大学物理,2005,24(2):5~7.
Kohmoto M.Topological invariant and the quantization of Hall conductanceAnn. of Phys,1985(343)2004级,南京 210089)
作者3
(南京大学物理学系2006级,南京 210089)
指导教师:×××
(南京大学化学化工学院,教授,南京 210093)
摘 要: 本文详细讨论了在特殊的交流驱动下,二维紧束缚电子系统的相变问题.我们建立了赝自旋的模型作为一种有效的模型来解释等
关键字:交错场;紧束缚;相变
(These words should be the Chinese translation of the English key words. And you should add necessary semicolons, except for the last word.)
南京大学第十二届基础学科论坛
3
南京大学第十二届基础学科论坛
南京大学第十四届基础学科论坛 物理学
FIG. 1: Beh论文范文ior of heat capacity (C) and resistivity (ρ) at the
superconducting phase transition.
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