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The processing time optimization of printed circuit board

机译:印刷电路板的加工时间优化

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Purpose - The purpose of this paper is to demonstrate the optimization of printed circuit board (PCB) manufacturing by improving drilling process productivity.rnDesign/methodology/approach - Two different ways are explored to increase the productivity of the PCB drilling operation. The first way involves the minimization of the cutting-tool path length. The second way to achieve the objective explores the efficiency of processing stacked PCBs. Findings - To reduce the tool path length between the holes of a PCB, a heuristic hybrid algorithm to solve the traveling salesman problem (TSP) is briefly described. Also, a mathematical model to calculate the total processing time is proposed. Based on this model, the paper shows the optimal number of stacked PCBs that can be profitably processed, while high processing productivity does not always mean high number of stacked PCBs. Research limitations/implications - The paper does not treat the optimization of the drilling process parameters, even if reduction of the drilling time using optimized cutting parameters also represents an efficient method for improving the productivity.rnOriginality/value - The paper shows the influence of the algorithm performance for solving the TSP on the processing time minimization, by decreasing the component of drill movement time along the drill path between holes. Additionally, the conditions in which stacking a specific number of PCBs is advantageous are also investigated. Furthermore, the paper shows how to determine the optimum number of stacked PCBs.
机译:目的-本文的目的是通过提高钻孔工艺的生产率来证明印刷电路板(PCB)制造的优化。设计/方法/方法-探索了两种不同的方法来提高PCB钻孔的生产率。第一种方法涉及最小化刀具路径长度。实现该目标的第二种方法探讨了处理堆叠式PCB的效率。发现-为了缩短PCB孔之间的刀具路径长度,简要描述了一种求解旅行商问题(TSP)的启发式混合算法。此外,提出了用于计算总处理时间的数学模型。基于此模型,本文显示了可以进行有利可图处理的最佳数量的堆叠式PCB,而高处理效率并不总是意味着大量的堆叠式PCB。研究的局限性/意义-即使使用优化的切削参数减少了钻削时间也代表了提高生产率的一种有效方法,但本文并未论述钻井工艺参数的优化方法。通过减少沿孔之间的钻削路径的钻头移动时间的分量,可最大程度地解决TSP的算法性能。另外,还研究了堆叠特定数量的PCB有利的条件。此外,本文还介绍了如何确定最佳的PCB堆叠数量。

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