scriptManual_en_v3.5

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电工论文 有关发关二极管的作用及建筑方面的应用-electrician thesis on the role of customs diodes and construction applications

说明：  该书于2017年2月由机械工业出版社正式出版,凝聚了徐政教授和近20名团队成员多年来的心血.第二版在第一版的基础上,有了较大篇幅的扩充,在系统性和完整性方面得到了加强,符号和术语也得到了进一步规范.该书系统讲述了柔性直流输电的理论和应用.内容包括柔性直流输电系统的特点和应用,(The book was officially published by the Machinery Industry Press in February 2017, and it has gathered the hard work of Professor Xu Zheng and nearly 20 team members for many years. The second edition has a larger expansion on the basis of the first edition. The system and integrity have been strengthened, and the symbols and terminology have been further standardized. The book system describes the theory and application of flexible DC transmission. The content includes the characteristics and applications of flexible DC transmission systems.)

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用于正则表达式的Ｃ＋＋库．　现在的版本那是２．６．４-Regular expressions are used in the C++ library. The current version is 2.6.4

模电的Multisim仿真实例，与书本同步的 模拟电子技术基础简明教程（第三版）(Mode power Multisim simulation example, the book synchronization with analog electronic technology based on Concise Guide (third edition))

说明：  可以被用来解决目标函数冲突的多目标优化问题(Solving multi-objective optimization problems)

The Demo mainly displays stock trading software, futures, stocks, time maps, K-line maps, etc. When the finger slides the screen, the K-line maps can be enlarged, narrowed and loaded with more data. Similar to the function of Bull Stock

说明：  对已有的航班时刻表内的航班时刻进行排序，并求解航班运行成本(Solve the flight operation cost)

说明：  偏微分方程的数值解法汇总:peEllip5 用五点差分格式解拉普拉斯方程 peEllip5m 用工字型差分格式解拉普拉斯方程 peHypbYF 用迎风格式解对流方程 peHypbLax 用拉克斯-弗里德里希斯格式解对流方程 peHypbLaxW 用拉克斯-温德洛夫格式解对流方程 peHypbBW 用比姆-沃明格式解对流方程 peHypbRich 用Richtmyer多步格式解对流方程 peHypbMLW 用拉克斯-温德洛夫多步格式解对流方程 peHypbMC 用MacCormack多步格式解对流方程 peHypb2LF 用拉克斯-弗里德里希斯格式解二维对流方程的初值问题 peHypb2FL 用拉克斯-弗里德里希斯格式解二维对流方程的初值问题 peParabExp 用显式格式解扩散方程的初值问题 peParabTD 用跳点格式解扩散方程的初值问题 peParabImp 用隐式格式解扩散方程的初边值问题 peParabKN 用克拉克-尼科尔森格式解扩散方程的初边值问题 peParabWegImp 用加权隐式格式解扩散方程的初边值问题 peDKExp 用指数型格式解对流扩散方程的初值问题 peDKSam 用萨马尔斯基格式解对流扩散方程的初值问题(Summary of numerical solutions for partial differential equations)