线性二次型调节器(LQR)在两轮轮椅升降与稳定中的应用

Salmiah Ahmad, M. Tokhi
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引用次数: 26

摘要

讨论了线性二次型调节器(LQR)在两轮轮椅模型上的实现。从模型的线性化数学方程出发,得到了模拟双倒立摆的两轮轮椅的状态空间模型。非常复杂的运动方程是由轮子Link1和Link2推导出来的。目标是使两轮轮椅的两个连杆都处于直立位置。为了实现这个目标,Link1要从它的初始位置抬起到零度垂直位置,同时保持Link2在垂直位置。这项研究旨在帮助那些使用轮椅作为主要交通工具,但由于四肢永久性损伤而无法独立站立的残疾人。这种情况需要一个合适的控制策略来保证良好的系统性能。结果表明,LQR对线性化的微分方程有较好的响应。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Linear Quadratic Regulator (LQR) approach for lifting and stabilizing of two-wheeled wheelchair
This paper discussed about the implementation of Linear Quadratic Regulator (LQR) on a two-wheeled wheelchair model. The state space model of the two-wheeled wheelchair that mimics double inverted pendulum has been obtained from the linearized mathematical equations of the model. The equations of motions, which are very complex, are derived from the wheels, Link1 and Link2. The goal is to have both links of the two-wheeled wheelchair to be at the upright position. To fulfill the goal, Link1 is to be lifted up from its initial position to zero degree upright position while maintaining Link2 at the upright position. This research is aimed to help disabled people who are using the wheelchair as the main transport for mobility but cannot stand on his own due to permanent injuries on the extremities. The scenario requires a suitable control strategy for the good system performance. Results show that LQR provides good response with the linearized differential equations.
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