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A Novel Design Approach of Boolean Functions with 2-input Universal NAND Gates using μ-graph Method

机译:基于μ图法的带有2输入通用与非门的布尔函数设计新方法

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In this paper we have proposed a simplified design and visualization approach. It can be used to implement Boolean functions given in the form of minterms primarily using 2-input Universal NAND gates. Then it can be extended easily for NAND gates with any number of inputs. We name the novel approach μ-graph Method. This basically presents a compact data structure for representing circuits with 2-input NAND gates. One can use this approach to generate 2-input NAND-based digital circuits from any pre-optimized logic function, without hard brainstorming. Necessary supports behind the idea arc also given along with. The circuit design will be done on the optimized form of the given Boolean function, but the number of NAND gates, however, is not optimized in this design approach.
机译:在本文中,我们提出了一种简化的设计和可视化方法。它可以用于主要以2输入通用NAND门实现以minterm形式给出的布尔函数。然后,它可以轻松扩展为具有任意数量输入的NAND门。我们将新方法命名为μ-graph方法。基本上,这提供了一种紧凑的数据结构,用于表示具有2输入与非门的电路。可以使用这种方法从任何预先优化的逻辑功能生成基于2输入NAND的数字电路,而无需费劲脑筋。想法背后的必要支持也随之而来。电路设计将以给定布尔函数的优化形式完成,但与非门的数量在这种设计方法中并未得到优化。

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