Trajectory planning based on minimum absolute input energy for an LCD glass-handling robot

详细信息    查看全文

• 作者：Rong-Fong Fung ; ^{rffung@nkfust.edu.tw" class="auth_mail} ; Yi-Hsin Cheng
• 关键词：High-degree polynomial ; LCD glass-handing robot ; Minimum absolute input energy (MAIE) ; Permanent magnet synchronous motor (PMSM) ; Point-to-point (PTP) trajectory
• 刊名：Applied Mathematical Modelling
• 出版年：1 June 2014
• 年：2014
• 卷：38
• 期：11-12
• 页码：2837-2847
• 全文大小：1201 K

文摘

The main idea of this paper is to design a novel point-to-point (PTP) trajectory based on minimum absolute input energy (MAIE) for an LCD glass-handing robot, which is driven by a permanent magnet synchronous motor (PMSM). The mechatronic system is described by a mathematical model of electrical and mechanical coupling equations. To generate the MAIE PTP trajectory, we employ a high-degree polynomial and compare with the trapezoidal, cycloidal and zero-jerk trajectories for various constraint conditions, which satisfy their corresponding desired constraints of angular displacement, speed, acceleration and jerk at the start and end times. The real-coded genetic algorithm (RGA) is used to search for the coefficients of high-degree polynomials for the PTP trajectories, and the inverse of absolute input electrical energy is adopted as a fitness function. From numerical simulations, it is found that either increasing the degree number of polynomials or decreasing the constraints at the start and end times will decrease the absolute input electrical energy. The proposed methodology for designing the MAIE PTP trajectory can also be applied to any mechatronic system driven by a PMSM.