利用惯性转子和工程教育用摆动式倒立摆的直立控制仿真

Junichi Sugaya, Y. Ohba, T. Kanmachi
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引用次数: 10

摘要

最近,日本的高等教育机构面临着各种各样的问题。例如,由于科学或技术学生数量的减少,这些领域的下一代研究人员或工程师将会减少,这可能会破坏日本制造业的基础。这是典型的考虑。有各种各样的措施,如访问讲座来解决这个问题,但控制工程领域是同样的情况在工程领域。我们需要新的实验教材,既要易于理解,又要能用于学生的示范实验和中小学生的公开课。特别是,倒立钟摆是有用的教材,经常在大学和nit的课堂上使用。有一种倒立摆叫惯性转子式。它是一种倒立摆,通过在动力点上加扭矩产生的反作用力,可以使倒立摆直立。在本研究中,我们的目标是制作一个倒立摆,目的是让学生学习惯性转子式倒立摆的控制工程。首先,作为稳定控制设计的一个步骤,对惯性转子式倒立摆进行建模,测量倒立摆各部分的物理参数,推导出倒立摆的运动方程和状态方程。然后通过PID控制和最优调节器控制作为控制方法,使摆摆处于垂直状态。在每种情况下,我们都进行一个对照实验。并利用该惯性转子设计制造了一种摆动式倒立摆,介绍了从摆动控制到立位控制的过程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simulation of standing upright control of an inverted pendulum using inertia rotor and the swing type inverted pendulum for engineering education
These days, higher educational institutions in Japan are facing various problems. For example, as a result of the decreasing number of science or technology students, there will be fewer researchers or engineers of the next generation in those fields, which may undermine the foundation of manufacturing in Japan. That is typical consideration. There are various measures, such as visiting lectures to tackle this problem, but a control engineering area is the same situation in the field of engineering. We need new experimental teaching materials which are easy to understand and can be used in demonstration experiments for students and in open classes for elementary and junior high school students. Especially, inverted pendulums are useful teaching materials and are often used in classes of colleges and NITs. There is a type of inverted pendulum called inertia rotor type. It is a type of inverted pendulum which can be stood upright by the reaction force generated through adding torque to the power point. In this research, we aim to manufacture an inverted pendulum with a purpose of making students to learn control engineering using inertia rotor type inverted pendulum. First, as a procedure of stabilization control design, to model the inertia rotor type inverted pendulum, we measured physical parameters in each part of the inverted pendulum and derived a motion equation and a state equation. Then we conducted PID control and optimal regulator control as control methods to make the pendulum stand upright in a vertical state. In each case, we conduct a control experiment. We also design and manufacture a swing type inverted pendulum with this inertia rotor, and introduce the process from the swing control to the standing position control.
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