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首页> 外文期刊>The International Journal of Advanced Manufacturing Technology >Development of an expert system for optimal design of the grinding process
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Development of an expert system for optimal design of the grinding process

机译:开发用于优化磨削工艺设计的专家系统

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摘要

The physical or empirical modeling of the grinding process and the effects of its parameters on the workpiece quality is sophisticated. This is due to the extreme complexity of the process. So far, no remarkable success could be made by the proposed models to achieve a reliable and effective design and control of the process. This article introduces an expert system to enhance the design of the grinding process. A pilot system was built considering three main grinding outputs, including surface roughness, material removal rate and normal grinding force. Based on the primary experimental results, the system suggests the proper grinding and dressing parameters to obtain the desired surface roughness with the highest possible material removal rate and least normal force. The analysis is based on the regression correlation development and the "Non dominated Sorting Genetic Algorithm II" optimization method. The validation tests conducted in three different surface roughness and normal force ranges proved the reliability and effectiveness of the proposed expert system. The surface roughness was predicted with less than 7 deviations from the experiments. The predicted normal grinding forces, in most cases, were in good agreement with the experiments with higher than 75 accuracy. Although the wheel balancing issues at the highest cutting speed (v(c) = 35 m/s) caused large deviations between the predicted and measured forces.
机译:磨削过程的物理或经验建模及其参数对工件质量的影响是复杂的。这是由于该过程的极端复杂性。到目前为止,所提出的模型在实现可靠和有效的过程设计和控制方面没有取得显着的成功。本文介绍了一个专家系统,以增强磨削工艺的设计。考虑了三种主要的磨削输出,包括表面粗糙度、材料去除率和法向磨削力,构建了一个先导系统。根据初步实验结果,系统建议适当的磨削和修整参数,以尽可能高的材料去除率和最小的法向力获得所需的表面粗糙度。该分析基于回归相关性发展和“非支配排序遗传算法II”优化方法。在三种不同的表面粗糙度和法向力范围内进行的验证试验证明了所提出的专家系统的可靠性和有效性。预测的表面粗糙度与实验偏差小于 7%。在大多数情况下,预测的法向磨削力与实验结果非常吻合,准确率高于75%。尽管在最高切削速度 (v(c) = 35 m/s) 下的砂轮平衡问题导致预测力和测量力之间存在较大偏差。

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