Modelling and Optimisation of Cooling-slope Parameters of Magnesium AZ91D using Improvement Multi-Objective Jaya Approach for Predicted Feedstock Performance

Rahaini Mohd Said, R. Sallehuddin, Norhaizan Mohamed Radzi, W. W. Wan Ali, Mohamad Ridzuan Mohamad Kamal
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Abstract

The cooling-slope (CS) casting technique is one of the simple semi-solid processing (SSP) processes a foundryman uses to produce the feedstock. This study attempts to develop mathematical regression models and optimise the CS parameters process for predicting optimal feedstock performance, which utilises tensile strength and impact strength to reduce the number of experimental runs and material wastage. This study considers several parameters, including pouring temperature, pouring distance, and slanting angles for producing quality feedstock. Hence, multi-objective optimisation (MOO) techniques using computational approaches utilised alongside the caster while deciding to design are applied to help produce faster and more accurate output. The experiment was performed based on the full factorial design (FFD). Then, mathematical regression models were developed from the data obtained and implemented as an objective function equation in the MOO optimisation process. In this study, MOO named multi-objective Jaya (MOJaya) was improved in terms of hybrid MOJaya and inertia weight with archive K-Nearest Neighbor (MOiJaya-aKNN) algorithm. The proposed algorithm was improved in terms of the search process and archive selection to achieve a better feedstock performance through the CS. The study’s findings showed that the values of tensile and impact strengths from MOiJaya_aKNN are close to the experiment values. The results show that the hybrid MOJaya has improved the prediction of feedstock using optimal CS parameters.
使用改进型多目标 Jaya 方法对 AZ91D 镁冷却坡参数进行建模和优化,以预测原料性能
冷却斜面(CS)铸造技术是铸造工人用来生产原料的简单半固态加工(SSP)工艺之一。本研究试图开发数学回归模型并优化 CS 参数流程,以预测最佳原料性能,从而利用拉伸强度和冲击强度减少实验次数和材料浪费。本研究考虑了多个参数,包括浇注温度、浇注距离和倾斜角度,以生产优质原料。因此,在决定设计时,采用了与连铸机一起使用的计算方法的多目标优化(MOO)技术,以帮助实现更快、更准确的产出。实验基于全因子设计(FFD)进行。然后,根据获得的数据建立数学回归模型,并将其作为 MOO 优化过程中的目标函数方程。在这项研究中,名为多目标贾亚(MOJaya)的 MOO 在混合 MOJaya 和惯性权重与归档 K 近邻(MOiJaya-aKNN)算法方面得到了改进。所提出的算法在搜索过程和档案选择方面进行了改进,以通过 CS 实现更好的原料性能。研究结果表明,MOiJaya_aKNN 算法得出的拉伸强度和冲击强度值接近实验值。结果表明,混合 MOiJaya 利用最佳 CS 参数改进了对原料的预测。
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