一种基于多变量卡诺图的自启动方法
A Self-starting Method Based on Multivariable Karnaugh Map
张行 1雷勇 1宋黎明1
作者信息
- 1. 四川大学 电气工程学院,成都 610065
- 折叠
摘要
在时序逻辑电路的分析或设计过程中,都存在自启动的确认环节.以扭环形计数器的自启动电路设计为例,提出一种基于自定义多变量卡诺图的自启动研究方法,分析了电路没有自启动功能的原因所在,并利用卡诺图具有的化简能力,精简优化自启动电路设计.5变量以上的多变量卡诺图应用,使此方法具有更强的工程实用性.同时,此方法可推广到其他类型时序逻辑电路自启动功能的分析、设计工作中.
Abstract
In the process of analysis and design of sequential logic circuit,the self-starting validation step is required.By taking the self-starting circuit design scheme of Johnson counter as an example,a self-starting research method based on custom multivariable Karnaugh map is proposed.The reason of no self-starting function in circuit is analyzed,and the design of self-starting circuit is optimized by using the simplification ability of Karnaugh map.The application of Karnaugh map with more than 5 variables makes the method more practical in engineering.At the same time,the proposed method can be extended to the self-starting analysis and design of other type of sequential logic circuits.
关键词
扭环形计数器/多变量卡诺图/自启动Key words
Johnson counter/multivariable Karnaugh map/self-starting引用本文复制引用
基金项目
教育部新工科研究与实践项目(E-NYDQHGC20202224)
教育部高等学校电工电子基础课程指导分委员会教学改革项目(E2106)
出版年
2024
NETL
NSTL
万方数据