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Integrated optimization of a smart hanger for garment inspection using multi-objective genetic algorithm

机译:基于多目标遗传算法的服装检测智能衣架综合优化

摘要

This paper presents the formulation and application of Multi-Objective Genetic Algorithm (MOGA) for the design and optimization of a smart hanger, which simulates the manual handling of garments to facilitate the inspection process. Due to the symmetrical nature of clothes, the hanger is expected to expand only half of the clothes. Thus, a four-link robot consisting of three revolute joints and one prismatic joint is employed to model the hanger. With a Proportional and Derivative (PD) controller, the hanger can regulate the link positions by adjusting the applied torques and force. The objective functions are to (1) maximize the link portions within the "effective regions" at final state, (2) minimize the force or torque required to finish the stretching process, and (3) minimize the settling time of the stretching process. In addition to the control gains, the lengths of the four links as well as the desired movements of the joints are the design variables in this optimization problem. The required transient behavior of the system is defined by the constraints on the settling time and the maximum overshoot. Besides, to prevent the clothes from being destroyed by the links when stretching, geometrical constraints are imposed to the motions of the links. MOGA is applied to tackle this integrated optimization problem. The optimization results are presented in the form of Pareto solutions. After analysis, optimal parameters are selected, and numerical simulations are conducted. Results show the feasibility of the hanger.
机译:本文介绍了用于智能衣架设计和优化的多目标遗传算法(MOGA)的制定和应用,该模型模拟了服装的人工处理,以方便检查过程。由于衣服的对称性,衣架预计只会膨胀一半的衣服。因此,采用了由三个旋转关节和一个棱柱形关节组成的四连杆机器人对衣架进行建模。借助比例和微分(PD)控制器,吊架可以通过调节施加的扭矩和力来调节连杆位置。目标功能是(1)在最终状态下最大化“有效区域”内的链接部分,(2)最小化完成拉伸过程所需的力或扭矩,以及(3)最小化拉伸过程的沉降时间。除了控制增益外,四个链接的长度以及所需的关节运动也是此优化问题中的设计变量。系统所需的瞬态行为由建立时间和最大过冲的约束条件定义。此外,为了防止衣服在拉伸时被链环破坏,对链环的运动施加了几何约束。 MOGA用于解决此集成优化问题。优化结果以Pareto解的形式表示。分析后,选择最佳参数,并进行数值模拟。结果表明了衣架的可行性。

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