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Disassembly Sequencing Problem: A Case Study of a Cell Phone

机译:拆卸排序问题:以手机为例

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摘要

Selection of an optimal disassembly sequence is essential for the efficient processing of a product at the end of its life. Disassembly sequences are listings of disassembly actions (such as the separation of an assembly into two or more subassemblies, or removing one or more connections between components). Disassembly takes place in remanufacturing, recycling, and disposal with a disassembly line being the best choice for automation. In this paper, the disassembly sequencing problem is solved for a cell phone case on a disassembly line, seeking a sequence which is feasible, minimizes the number of workstations (and hence idle times), provides for early removal of high demand/value parts, provides the removal of parts that lead to the access of greatest number of still-installed parts, and early removal of hazardous parts as well as for the grouping of parts for removal having identical part removal directions. Since finding the optimal sequence is computationally intensive due to factorial growth, a heuristic method is used taking into account various disassembly-specific matters. Using the experimentally determined precedence relationships and task times of a real-world cell phone, a MATLAB program is designed and a sequencing solution is generated. Finally, Design for Disassembly (DFD) improvements are recommended with respect to environmentally conscious manufacturing.
机译:选择最佳的拆卸顺序对于在产品寿命结束时进行有效加工至关重要。拆卸顺序是拆卸动作的清单(例如,将装配分为两个或多个子装配,或删除零部件之间的一个或多个连接)。拆装在再制造,回收和处置中进行,拆装线是自动化的最佳选择。在本文中,解决了拆卸线上手机外壳的拆卸排序问题,寻求可行的序列,最大程度地减少了工作站数量(从而减少了空闲时间),并提早拆除了高需求/有价值的零件,提供了可拆卸的零件,从而可使用最多数量仍在安装中的零件,并提早拆卸了危险零件,并按照相同的零件拆卸方向将零件分组。由于寻找最佳序列由于阶乘增长而需要大量的计算,因此考虑到各种特定于拆卸的问题,使用启发式方法。使用实验确定的现实世界手机的优先级关系和任务时间,设计了MATLAB程序并生成了排序解决方案。最后,建议对环保设计进行拆卸设计(DFD)改进。

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