期刊文献+
共找到4篇文章
< 1 >
每页显示 20 50 100
自引用机制在软件算法中的设计与实现
1
作者 张志强 古沐松 郑加林 《成都大学学报(自然科学版)》 2010年第1期51-53,共3页
现阶段C#、Java等面向对象的程序设计语言广泛流行,但这些语言中没有直接提供指针机制,因此在进行软件设计时,必须以新的方式完成常规指针机制的算法设计.利用C#的自引用机制完成了相关算法的设计与实现.
关键词 自引用机制 数据结构 软件算法设计
下载PDF
图形化控制算法组态在微机保护中的应用 被引量:4
2
作者 魏巍 余群兵 陈刚 《江苏电机工程》 2005年第3期28-30,共3页
从现行的微机保护运行状况提出一种新的软件设计思路,该思路采用面向对象技术,描述了图形化控制算法组态的基本思想,并具体设计了图形化保护的软件平台,在此平台上可自动生成所有的保护代码,通过把代码下载给保护设备来实现保护功能。
关键词 微机保护 面向对象 图形化控制算法组态:软件设计
下载PDF
Theory of gas extraction from coal seams and its use 被引量:5
3
作者 FAN Xi-sheng 《Journal of Coal Science & Engineering(China)》 2012年第3期276-279,共4页
Gas extraction is one of the main measures of control and use of gas of coal mines. At present, the design method is under the experimental period and do not satisfy the need of practice. In this paper, the theory of ... Gas extraction is one of the main measures of control and use of gas of coal mines. At present, the design method is under the experimental period and do not satisfy the need of practice. In this paper, the theory of gas extraction of coal seams based upon Darcy law was studied. Mathematical model of gas extraction of coal seams was established and two kinds of solv- ing approaches based on computer software and linear approximation were given. The rightness and the validities of the model were examined with a practical example. Results obtained can be used to determine and optimize the parameters related etc. 展开更多
关键词 coal seam gas gas extraction linear approximation
下载PDF
Time Collocation Method for Structural Dynamic Problems
4
作者 唐晨 罗弢 +1 位作者 闫海青 顾晓辉 《Transactions of Tianjin University》 EI CAS 2005年第6期458-462,共5页
In order to achieve highly accurate and efficient numerical calculations of structural dynamics, time collocation method is presented. For a given time interval, the numerical solution of the method is approximated by... In order to achieve highly accurate and efficient numerical calculations of structural dynamics, time collocation method is presented. For a given time interval, the numerical solution of the method is approximated by a polynomial. The polynomial coefficients are evaluated by solving algebraic equation. Once the polynomial coefficients are evaluated, the numerical solutions at any time in the interval can be easily calculated. New formulae are derived for the polynomial coefficients,which are more practical and succinct than those previously given. Two structural dynamic equations are calculated by the proposed method. The numerical solutions are compared with the traditional fourth-order Runge-Kutta method. The results show that the method proposed is highly accurate and computationally efficient. In addition, an important advantage of the method is the simplicity in software programming. 展开更多
关键词 structural dynamic problems time collocation method numerical calculation
下载PDF
上一页 1 下一页 到第
使用帮助 返回顶部