摘要
齿轮系根据＂逻辑等效＂原理是由它的５个基本特定的门元件中的１个或多个门元件组成，并用图解法证明了齿轮系的配置关系和变换规律均符合布尔代数的运算法则，举例阐述了采用布尔代数作为研究、演变、简化和优化乃至组织生产齿轮机构的数学模型及其意义。
In the paper, the new discovery of the gear systems complosing by one or more of five basic specific gates according iG the principle of logical equivalent is described. By using graphic method, the relations of disposition and transformation laws of the gear systems have been proved to be in conformity to the operation rules of Boolean algebra. The author has illustrated with examples that it would be of great significance, if Boolean algebra has been adopted as mathematical model to research, to evolve, to simplify, to optimize and even to organize production of gear systems.
出处
《中国机械工程》
CAS
CSCD
北大核心
1996年第3期90-92,共3页
China Mechanical Engineering
关键词
齿轮系
齿轮
数学模型
gear system logical expression Boolean algebra logical equivalent mathematical model
