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首页> 外文期刊>Journal of Intelligent Manufacturing >Applications of genetic algorithms in process planning: tool sequence selection for 2.5-axis pocket machining
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Applications of genetic algorithms in process planning: tool sequence selection for 2.5-axis pocket machining

机译:遗传算法在过程计划中的应用:2.5轴腔加工的刀具顺序选择

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摘要

Tool sequence selection is an important activity in process-planning for milling and has great bearing on the cost of machining. Currently, it is accomplished manually without consideration of cost factors a priori. Typically, a large tool is selected to quickly generate the rough shape and a smaller clearing tool is used to generate the net-shape. In this paper, we present a new systematic method to select the optimal sequence of tool(s), to machine a 2.5-axis pocket given pocket geometry, a database of cutting tools, cutting parameters, and tool holder geometry. Algorithms have been developed to calculate the geometric constructs such as accessible areas, and pocket decomposition, while considering tool holders. A Genetic Algorithm (GA) formulation is used to find the optimal tool sequence. Two types of selection mechanisms namely “Elitist selection” and “Roulette method” are tested. It is found that the Elitist method converges much faster than the Roulette method. The proposed method is compared to a shortest-path graph formulation that was developed previously by the authors. It is found that the GA formulation generates near optimal solutions while reducing computation by up to 30% as compared to the graph formulation.
机译:刀具顺序选择是铣削加工计划中的重要活动,并且对加工成本有很大影响。当前,它是手动完成的,无需事先考虑成本因素。通常,选择大型工具以快速生成粗糙形状,并使用较小的清理工具以生成最终形状。在本文中,我们提出了一种新的系统方法,用于选择最佳刀具顺序,以加工具有给定型腔几何形状的2.5轴型腔,并具有切削刀具,切削参数和刀架几何形状的数据库。在考虑刀架的同时,已经开发出算法来计算几何结构,例如可及区域和凹坑分解。遗传算法(GA)公式用于找到最佳工具序列。测试了两种选择机制,即“精英选择”和“轮盘赌方法”。发现Elitist方法的收敛速度比Roulette方法快得多。将提出的方法与作者先前开发的最短路径图公式进行了比较。发现与公式相比,GA公式可生成接近最佳的解决方案,同时最多可将计算量减少30%。

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