首页> 外文期刊>The International Journal of Advanced Manufacturing Technology >Constrained optimum surface roughness prediction in turning of X20Cr13 by coupling novel modified harmony search-based neural network and modified harmony search algorithm
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Constrained optimum surface roughness prediction in turning of X20Cr13 by coupling novel modified harmony search-based neural network and modified harmony search algorithm

机译:结合改进的基于和谐搜索的神经网络和和谐搜索算法,约束X20Cr13车削的最佳表面粗糙度预测

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摘要

Nowadays, manufacturers rely on trustworthy methods to predict the optimal cutting conditions which result in the best surface roughness with respect to the fact that some constraining functions should not exceed their critical values because of current restrictions considering competition found among them in delivering economical and high-quality products to the stringent customers in the shortest time. The present research deals with a modified optimization algorithm of harmony search (MHS) coupled with modified harmony search-based neural networks (MHSNN) to predict the cutting condition in longitudinal turning of X20Cr13 leading to optimum surface roughness. To this end, several experiments were carried out on X20Cr13 stainless steel to attain the required data for training of MHSNN. Feed-forward artificial neural network was utilized to create predictive models of surface roughness and cutting forces exploiting experimental data, and the MHS algorithm was used to find the constrained optimum of surface roughness. Furthermore, simple HS algorithm was used to solve the same optimization problem to illustrate the capabilities of the MHS algorithm. The obtained results demonstrate that the MHS algorithm is more effective and authoritative in approaching the global solution compared with the HS algorithm.
机译:如今,制造商依靠可信赖的方法来预测最佳切削条件,从而导致最佳的表面粗糙度,因为一些约束功能不应超过其临界值,因为当前存在限制,考虑到他们之间在提供经济,高性价比的产品时所面临的竞争。在最短的时间内向严格的客户提供优质的产品。本研究涉及一种改进的和谐搜索优化算法(MHS),并结合了改进的基于和谐搜索的神经网络(MHSNN),以预测X20Cr13纵向车削时的切削条件,从而获得最佳的表面粗糙度。为此,在X20Cr13不锈钢上进行了几次实验,以获得训练MHSNN所需的数据。利用前馈人工神经网络利用实验数据创建表面粗糙度和切削力的预测模型,并使用MHS算法找到表面粗糙度的约束最优值。此外,简单的HS算法用于解决相同的优化问题,以说明MHS算法的功能。所得结果表明,与HS算法相比,MHS算法在逼近全局解决方案上更为有效和权威。

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