1) structured asso-ciation
结构化关联
3) interaction structure
关联结构
1.
Based on the problem above, an interaction structure of up-down stream with limited buffers and the production schedule model for maximal benefit of subsidiary production and synchronous subsidiary production is established and the model is the object for study.
针对这一问题,建立了含有限缓冲区的上、下游生产线的产品关联结构,并以此结构为研究对象,建立了上游生产线进行外协加工时生产副成品和同步副成品的生产效益最高的生产调度数学模型,用以研究多条生产线协调生产时的Flow-shop调度问题。
2.
Since the manufacture of large-scale products is made through different lines and there is an up-down interaction structure among the lines, a new problem for production planning is therefore brought out.
研究了一类带有限缓冲区的上下游生产线协调生产计划的模型,建立了上下游生产线部件成品关联结构,并根据该关联结构建立了一种多生产线协调效益计划模型。
4) relational structure
关联结构
1.
Based on investigation in manufacture-enterprise a relational structure of up-down stream parts is established, and a production planning model with lowest cost is given.
通过对制造企业生产现场进行的调研 ,建立了上下游生产线成品关联结构 ,给出了成本最低的生产计划模型 。
2.
On the basis of analyzing the research status of production planning and investigation for manufacture-enterprise production-scene and studying thoroughly programming theory,a relational structure of up-down stream parts with limited buffer is established, which has a certain universality.
本文在研究了国内外车间生产计划问题的进展和对制造企业生产现场进行的调研分析并对规划理论进行深入研究的基础上,建立了含有限缓冲区的具有一定普遍性的上下游生产线部件成品关联结构,并以此结构为对象,研究递阶流水线整体建模问题。
3.
On the basis of analyzing the research status of production planning and investigation for manufacture-enterprise production-scene and studying thoroughly programming theory, a relational structure of up-down stream parts with limited buffer is established, which has a certain universality.
本文在研究了国内外车间生产计划规划的进展和对制造企业生产现场进行的调研分析并对规划理论进行深入研究的基础上,建立了含有限缓冲区的具有一定普遍性的上下游生产线部件成品关联结构,并以此结构为对象,研究多条生产线协调生产的规划问题。
5) magneto structural correlation
磁-结构关联
6) relevant disjunction structures
关联并结构
1.
In this paper,the concept of strong N(2,2,0) algebra based on N (2, 2, 0) algebra is introduced,properties of basic relevance structures and relevant disjunction structures of strong N(2, 2, 0) algebra are discussed.
在N（2，2，0）代数的基础上引入了强N（2，2，0）代数的概念，并讨论了强N（2，2，0）代数的基本关联结构和关联并结构的性质。
补充资料：公理化方法(见公理化和形式化)
公理化方法(见公理化和形式化)
axiomatical method
gongllbuafangfa公理化方法化和形式化。(axiomatieal method)见公理
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条