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COLLISION FREE REGION DETERMINED USING NON-REGULARIZED BOOLEAN OPERATION AND ITS APPLICATION IN THE IRREGULAR PLACEMENT PROBLEM

机译:非正则布尔操作确定无碰撞区域及其在不规则位置问题中的应用

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摘要

The strip packing problem is a special case of cutting and packing problems and is found on several industries including garment, wood and shipbuilding. When items are irregular, dealing with geometry complexity is one of the main difficulties. Collision free region concept was adopted as a geometric tool to ensure that items do not collide and do not protrude from the container. It represents all possible translations for an item to be inserted into a container with already placed items and is determined using non-regularized Boolean operations involving no-fit polygons. With a newly developed robust non-regularized Boolean operation algorithm, it is possible to detect exactly fitting and exactly sliding placements, which are represented by degenerated boundaries in the collision free region. These positions are valuable to the packing problem, as they often represent local optima placement. In conjunction with collision free region, simulated annealing was used to solve the strip packing problem. The results obtained using benchmark problems showed to be very competitive, achieving the most compact layouts in some cases.
机译:带材包装问题是切割和包装问题的特例,在服装,木材和造船等多个行业中都可以找到。当项目不规则时,处理几何复杂性是主要困难之一。采用无碰撞区域的概念作为几何工具,以确保物品不会碰撞也不从容器中突出。它表示将要插入到具有已放置项目的容器中的项目的所有可能转换,并使用涉及不适合多边形的非正则布尔运算确定。使用新开发的健壮的非正则布尔运算算法,可以检测准确的拟合和精确的滑动位置,这些位置由无碰撞区域中的退化边界表示。这些位置对于包装问题很有价值,因为它们通常代表局部最优位置。结合无碰撞区域,使用模拟退火解决了带钢堆积问题。使用基准测试问题获得的结果显示出非常有竞争力,在某些情况下可以实现最紧凑的布局。

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