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Modelling the operation optimization of multi-head surface mounting machines with over-head gantry in printed circuit board assembly

机译:在印刷电路板组件中使用架空龙门对多头表面贴装机的运行优化进行建模

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The operation optimization problem considered in this paper arises on a multi-head surface mounting machine with over-head gantry when it mounts electronic components on the surface of a printed circuit board (PCB) in PCB assembly. The aim of the problem is to minimize the time that a machine takes to mount all the required components. It is a complex optimization problem involving three inner-related sub-problems: (i) the assignment of nozzle types to heads, (ii) the assignment of feeders to slots, and (iii) the component placement optimization, specifying for each component on which head it is grasped and in which mount cycle it is processed, and in which orders the components are picked and mounted. A mathematical model with two stages is presented for it in this paper. In the first stage, nozzle assignment is formulated to a Mixed Integer Linear Programming (MILP). In the second stage, the latter two sub-problems are firstly integrated and formulated as a MILP model. The model could be solved to optimality only for very small size of problem instances.
机译:本文考虑的操作优化问题出现在具有高架龙门的多头表面安装机上,该机器将电子组件安装在PCB组件中的印刷电路板(PCB)的表面上。该问题的目的是最大程度地减少机器安装所有必需组件所花费的时间。这是一个复杂的优化问题,涉及三个与内部相关的子问题:(i)将喷嘴类型分配给喷头,(ii)将送料器分配给槽,以及(iii)组件放置优化,为每个组件指定它抓住了哪个头,在哪个安装循环中进行了处理,以及按什么顺序拣选和安装了这些组件。为此,本文提出了一个具有两个阶段的数学模型。在第一阶段,将喷嘴分配公式化为混合整数线性规划(MILP)。在第二阶段,后两个子问题首先被集成并表述为MILP模型。仅对于非常小的问题实例,才能将模型求解为最优。

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