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

Shahgholian, Ghazanfar

doi:10.11648/j.ijsts.20170502.11

Cited by 3 publications

(3 citation statements)

References 19 publications

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“…Where H (S) = 1; Kp = 18; Ki = 12,811 Kd = 6.3223; input = 1; Time = 15 seconds. The data input process can be seen in the image: The design results show the same response as the response generated by simulink with modeling done with a block diagram by entering the same equation (2). Each of the shortcomings and advantages of each of the P, D controllers and I can cover each other by combining all three in parallel into a proportional controller plus an integral plus differential (PID controller).…”

Section: Proportional -Integral -Derivative Controller Simulation Witmentioning

confidence: 94%

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PID Controller Simulator Design for Polynomials Transfer Function

Senen¹,

Ratnasari²,

Simamora³

2020

E3S Web Conf.

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PID controller is a controller used to determine precision of a system instrument employing feedback of the system. The component of PID control can be applied simultaneously or singly depends on the response we desired from a plant. However, there is problem in analyzing planned system response; how to get transfer function from a system and analyze it quickly and easily. As of today, control system engineers still encounter difficulty in analyzing system response especially for transfer function using polynomial equations of degree greater than two and employing trial and error method when analyzing response in the simulation. Thus, the writers design a simulator to solve this problem by using Graphical User Interface. The design of the program can be used for polynomial transfer function and installed directly to computer with smaller memory capacity. Hence, it is more user-friendly and not slowing down the operating system of computer. To ensure that the output of simulation correctly generated, we implemented block diagram modeling in simulink. In the future, the result of this research can be implemented as reference to easily understand the characteristics of PID controller especially for polynomials transfer function.

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Section: Proportional -Integral -Derivative Controller Simulation Witmentioning

confidence: 94%

“…The same thing is done for the PID controller, namely by entering the equation (2). Where H (S) = 1; Kp = 18; Ki = 12,811 Kd = 6.3223; input = 1; Time = 15 seconds.…”

Section: Proportional -Integral -Derivative Controller Simulation Witmentioning

confidence: 99%

PID Controller Simulator Design for Polynomials Transfer Function

Senen¹,

Ratnasari²,

Simamora³

2020

E3S Web Conf.

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“…In many states, two-mass system purpose for first resonance mode [5,6]. In general movement control applications, system consist of a motor, a gear wheel, transfer implements and also a load [7,8]. One of the problems in two-mass systems control is convenient and automatic control of the maximum motor speed.…”

Section: Introductionmentioning

confidence: 99%

Motor Speed Maximum Control in the Resonance Ratio Controller for Two-Mass System using Self-Organizing Fuzzy Controller

2020

International Journal of Research Studies in Electrical and Ele

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According the importance of controlling the max¬i¬m¬¬um speed and overshoot in electric motors, and also according to the fact that at the start of a two-mass system with a resonance ratio controller, we will see severe fluctuations in the speed. The control the motor maximum speed in speed desired value is aim in this paper. To take action to achieve this goal, we will use the design incorporating a self-organizing fuzzy control system with a coefficient of resonant two-mass system. Self-organizing fuzzy controller is a combination of fuzzy control and adaptive, which along with the combination of self-organizing fuzzy control meth¬o¬ds, can created instructional with the ability to modify the rules in the knowledge base and incorporated into it, twomass system with a resonance ratio control system, the maximum eng¬ine speed can be adjusted to any desired value.

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