Small signal modeling and analysis of control speed for two mass resonant system

Yousefi, Mohammad Reza; Shahgholian, Ghazanfar; Etesami, Afshin; Shafaghi, Pegah

doi:10.1109/ipecon.2010.5696959

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Cited by 2 publications

(1 citation statement)

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“…Control loop strategies of multi-mass system to reduce the effects of resonance are very different [22,23]. In this paper the speed control of three-mass system based on the polynomial method is proposed.…”

Section: Introductionmentioning

confidence: 99%

Controller Design for Three-Mass Resonant System Based on Polynomial Method

Shahgholian¹

2017

IJSTS

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Abstract:The mechanical system in the industrial electrical drives can be modelled by a multi-mass system. Torsional vibration suppression and attainment of robustness in motion control systems is a requisite in industry applications. In this paper, the system that is three-mass system is considered. A speed control method based on polynomial method introduced to imple-mentation of torsional vibration is proposed. The effectiveness of the proposed controller is demonstrated by transfer function analysis and simulation results. The simulation results show that the proposed controller improves dynamic performance and suppresses torsional vibration of three-mass resonant system.

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Section: Introductionmentioning

confidence: 99%

Controller Design for Three-Mass Resonant System Based on Polynomial Method

Shahgholian¹

2017

IJSTS

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Development of state space model and control design of two-mass system using standard forms

Shahgholian

Etesami

Yousefi

et al. 2011

2011 IEEE 3rd International Conference on Communication Software and Networks

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Ahstract-This paper presents dynamic analysis of a two-mass system using speed controller. In order to improve the dynamic performance, a modified PID (MPID) controller is suggested and compared with only PID controller. The coefficient diagra m method (COM) technique is applied to design controllers in two-mass system. The dynamic analysis is verified by transfer function simulation using Matlab and time domain simulation of the two-mass system. It is seen that the control system has fast speed response and robust stability.

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Small signal modeling and analysis of control speed for two mass resonant system

Cited by 2 publications

References 8 publications

Controller Design for Three-Mass Resonant System Based on Polynomial Method

Controller Design for Three-Mass Resonant System Based on Polynomial Method

Development of state space model and control design of two-mass system using standard forms

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