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Tracking Control of Higher Order Reference Signal Using Integrators and State Feedback

机译:使用积分器和状态反馈的高阶参考信号跟踪控制

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摘要

The purpose of the research is to stabilize a system with a different kind of reference signals such as a unit-ramp, unit-parabolic or higher order signals (Higher Order Reference). The proposed controller consists of state feedback and integrators. State feedback controller makes the system have good performance. Meanwhile, integrators have natural characteristic for eliminating the steady-state error. By using new design of integrators, the system is able to be stable and reach the reference value (tracking control). To design the proposed controller design, the Coefficient Diagram Method (CDM) will be used and the pole location will be examined first to ensure the stability of the system. The design then is validated in simulation by implementing it in some system models, such as triple integrator system, DC motor, and inverted pendulum. The proposed controller design then is compared to PID Ziegler Nichols to evaluate system performances. The result proves that the proposed controller can eliminate steady-state error and stabilize the system with different kind of reference signals within 3 second.
机译:研究的目的是用不同类型的参考信号(例如单位斜坡,单位抛物线或更高阶信号(更高阶参考))稳定系统。拟议的控制器包括状态反馈和积分器。状态反馈控制器使系统具有良好的性能。同时,积分器具有消除稳态误差的自然特性。通过使用新设计的积分器,系统能够稳定并达到参考值(跟踪控制)。为了设计建议的控制器设计,将使用系数图方法(CDM)并首先检查极点位置,以确保系统的稳定性。然后,通过在某些系统模型中实现设计,可以在仿真中验证该设计,例如三重积分器系统,直流电动机和倒立摆。然后将拟议的控制器设计与PID Ziegler Nichols进行比较,以评估系统性能。结果表明,所提出的控制器能够在3秒内消除稳态误差,并使具有不同种类参考信号的系统稳定。

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