论文部分内容阅读
本文提出一个克服布尔代数失效的电路三要素理论。文中首先分析布尔代数在数字电路中失效的原因,接着证明开关运算定理等,它概括了文献中曾需一一证明的绝大多数开关运算等式,然后表明:数字电路的统一性既存在于门级和元件级电路间,也存在于各型元件级电路结构间,以及动态与静态电路间。此外,本文提出元件级电路设计的卡诺图方法和代数方法。
In this paper, we propose a circuit three-element theory to overcome the failure of Boolean algebra. Firstly, we analyze the reason why Boolean algebra fails in the digital circuit, and then prove the theorem of switch operation. It summarizes the vast majority of switch arithmetic equations that have to be proved in the literature one by one, and then shows that the unity of digital circuits exists both in the gate Between the level and component level circuit, also exists in the various component-level circuit structure, and between dynamic and static circuits. In addition, this paper proposes the Karnaugh map method and algebraic method of component-level circuit design.