Load Frequency Control of Single Area Thermal Power Plant Using Type 1 Fuzzy Logic Controller

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Science Journal of Circuits, Systems and Signal Processing 2017; 6(6): 50-56 http://www.sciencepublishinggroup.com/j/cssp doi: 10.11648/j.cssp.20170606.11 ISSN: 226-9065 (Print); ISSN: 226-907 (Online) Load Frequency Control of Single Area hermal Power Plant Using ype 1 Fuzzy Logic Controller Rajendra Fagna Department of Electrical Engineering, Rajasthan echnical University, ota, India Email address: rajendrafagna92@gmail.com o cite this article: Rajendra Fagna. Load Frequency Control of Single Area hermal Power Plant Using ype 1 Fuzzy Logic Controller. Science Journal of Circuits, Systems and Signal Processing. Vol. 6, No. 6, 2017, pp. 50-56. doi: 10.11648/j.cssp.20170606.11 Received: November 24, 2017; Accepted: December 15, 2017; Published: January 16, 2018 Abstract: In this paper, a type 1 Fuzzy controller is composed for solving change in load frequency problem of single area thermal power system. he performances of type 1 fuzzy controller have been demonstrated for comparing the performances of other published paper PID controller such as Ziegler Nichols method. A single area non-reheat thermal power plant with Fuzzy controller is simulated in MALAB/SIMULIN platform due to a step change in load demand. he proposed fuzzy controller gives better dynamic responses of the power system in terms of Settling time, Peak Overshoot and Peak Undershoot. eywords: Load Frequency Control (LFC), hermal Power Plant, Proportional-Integral-Derivative (PID) Controller, Fuzzy Logic Controller, Frequency Deviation 1. Introduction For a utility of power system is essential to keep the continuous supply of electric power to the consumer without any disturbances. For an equilibrium, the power system is to maintain a balance between load demand of the consumer and power generated of the power plant [1]. Due to increasing the complexity in the world, the power demand is also increases. he load demand of the consumer increases due to a frequency is changed from its nominal value. So, it is necessary to maintain the system frequency is to be constant. LFC is one of the basic strategies to achieve balancing between the real power and reactive power. he conventional method of PID controllers such as Ziegler Nichols [2] method, yreus-luyben method, Cohen-Coon method, Fertik method and Integral Model Control method are used for controlling the load frequency of power system. Fuzzy logic controller is one of the intelligent controller for controlling the load frequency of power system. Fuzzy logic controller not only improves the dynamic performance but also reduces the steady state error []. Authors Pradhan et al. [4] have proposed the automatic generation control using a Fuzzy PID controller for multi area power system and the parameters of Fuzzy PID controller optimized by using a Firefly Algorithm. umar [5] have studied on the LFC of two area interconnected thermal power plant using fuzzy logic controller and the responses of fuzzy controller compared with P, PI and PID controllers. Nagajyothi have reported on the fuzzy logic controller for LFC of multi area power system. Meena et al. have designed and analysis of fuzzy PID controller for interconnected power system and compared the results of PI, PID and Fuzzy PID for different values of speed regulation. ashyap et al. [6] have designed a fuzzy PI controller for improving the dynamic performance of two area hydropower system and results have been demonstrated for comparing PI and Fuzzy PI. Prajapati [7] have comparatively studied on fuzzy logic and Integral controller. Daood et al. [8] studied on improving the grid stability of interconnected wind power system using Fuzzy PID controller. For large power demand, more power plant is interconnected to each other. Ozkop et al. [9] designed a Fuzzy Logic PI controller for controlling the load frequency of four area power plant and for superiority of controller the performances of fuzzy PI controller compared with PI controller for LFC of multi area power system and the parameters of fuzzy PID are optimized by enetic Algorithm. Sathans [10] have proposed a fuzzy PID controller for controlling load frequency of two area power system considering generation rate constraints. Lal [11] have presented an AC for multi area power system using fuzzy

51 Rajendra Fagna: Load Frequency Control of Single Area hermal Power Plant Using ype 1 Fuzzy Logic Controller logic PI and PID controller. A comparative study on LFC of single area using fuzzy logic and optimal controllers has been proposed by Samuel N [12]. Cam et al. [1] have designed a Fuzzy logic controller for improving the responses of two area power system and the parameters of the controllers are tuned by using enetic Algorithm. Nayak et al. [14] have composed a fuzzy PID controller for AC of two area interconnected power system and the parameters of the Fuzzy PID controller are tuned using eaching Learning Based Optimization Algorithm. Sambariya et. al. [15] have designed an adaptive neuro fuzzy controller for controlling the change in frequency of multi area power system. Nath et. al. [16] have analyzed the automatic generation control of single and two area power system using fuzzy controller. Sambariya et al. [17] have presented fuzzy logic controller for LFC of multi area power system. Sahu et al. [18] have employed fuzzy PID controller for controlling load frequency of multisource power system using hydrid LUS-LBO algorithm. Yesil [19] have improving the performances of LFC using interval type-2 fuzzy PID controller and the parameter of fuzzy PID controller optimized by using Big Bang-Big Crunch optimization techniques. Pothiya et al. [20] have used optimal fuzzy logic PID controller for solving load frequency problem in power system. Rakhtala [21] have designed a fuzzy PID controller for polymer exchange membrane fuel cell. he proposed work to presents a study of LFC of single area non-reheat thermal power system. he type 1 fuzzy controller used for controlling the load frequency of power system. he proposed controller gives better dynamic performances in terms of time specification. his paper is prepared in 5 sections. he problem formulation with system description is presented in section 2. he controllers used for change in load frequency problem is presented in section. he simulation and comparative performances in terms of Settling time, Peak Overshoot, Undershoot and performances table as presented in section 4. he conclusion of this work is presented in section 5 and last consists of nomenclature and references 2. Problem Formulation System description A single area non -reheat thermal power plant comprising of following components such as a governor, turbine, a generator and load with speed regulation feedback in the system [22]. A step load change in power demand given to the generator. he transfer function of the blocks used for single area LFC [2]. a. overnor transfer function b. urbine transfer function 1 ( s) = (1) 1 + s 1 ( s) = (2) 1 + s c. Combined inertia of rotating mass and load transfer function d. Droop characteristics P L( s) = () 1 + s P 1/R (4) he model of single area non-reheat thermal power plant with type 1 fuzzy controller as shown in Figure 1. Figure 1. Block diagram of single area non-reheat thermal power plant with type 1 fuzzy logic controller.

Science Journal of Circuits, Systems and Signal Processing 2017; 6(6): 50-56 52. Controllers wo different controllers used for controlling the load frequency of single area thermal power plant. hese two methods are conventional PID controller and fuzzy logic controller..1. PID Controller he Proportional Integral Derivative (PID) controller structure is the most widely used in control applications. he PID controller has three parameters p, and. hese I D parameters are tuned by using optimization techniques. PID controller are used when the system stability and fast responses are needed. he PID controller transfer function as in Eq. 5. he prototype of PID controller is shown in Figure 2. PID s i = p + + ds (5) Figure 2. Prototype of conventional PID controller..2. Fuzzy Logic Controller Fuzzy logic controller is based on a logical system called fuzzy logic. he fuzzy logic controller works on a three process such as fuzzification, fuzzy rule base and defuzzification. he structure of fuzzy logic controller as shown in Figure. Figure. Fuzzy logic controller..2.1. Fuzzification Fuzzification is the process of converting real value input signal into a linguistic variable. he real value inputs for a single area thermal power system is error and derivative of error. Mamdani type fuzzy interface platform provide between the inputs signal and the output signal as shown in Figure 4. For both input signals, the five-linguistic variable are used as NL (Negative Large), NS (Negative Short), ZZ (Zero), PS (Positive Short) and PL (Positive Large). For output signal the five linguistic variables are S (Short), M (Medium), L (Large), VL (Very Large) and VVL (Very-Very Large).

5 Rajendra Fagna: Load Frequency Control of Single Area hermal Power Plant Using ype 1 Fuzzy Logic Controller Figure 4. Fuzzy Interface block..2.2. Fuzzy Rule Base he fuzzy rule base comprises of fuzzy if- then rules. he fuzzy rule may contain fuzzy variable and fuzzy subset categorized by member function. he fuzzy rule base as given in able 1. he rules are generated in this manner: if the linguistic variable of error is NL and the linguistic variable of derivative of error is NL then the output control signal variable is S. Using these linguistic variable and member function, total number of 25 rules are generated. able 1. Fuzzy Rule Base table. (t) NL NS ZZ PS PL eɺ ( t) NL S S M M L NS S M M L VL ZZ M M L VL VL PS M L VL VL VVL PL L VL VL VVL VVL Figure 6. riangular Membership function for derivative of frequency deviation. Figure 7. riangular Membership function for output signal. Figure 5. riangular Membership function for frequency deviation. he samples of these rules given below: If (INPU1 is NL) and (INPU2 is NL) then (OUPU1 is S) If (INPU1 is NL) and (INPU2 is NS) then (OUPU1 is S) If (INPU1 is NL) and (INPU2 is ZZ) then (OUPU1

Science Journal of Circuits, Systems and Signal Processing 2017; 6(6): 50-56 54 is M) If (INPU1 is NL) and (INPU2 is PS) then (OUPU1 is M) If (INPU1 is NL) and (INPU2 is PL) then (OUPU1 is L) If (INPU1 is NS) and (INPU2 is NL) then (OUPU1 is S) If (INPU1 is ZZ) and (INPU2 is ZZ) then (OUPU1 is L) he proposed fuzzy controller has less settling time as compared to the PID controller of published paper and there is no peak overshoot of proposed fuzzy controller. So, the proposed fuzzy controller improved the performances of the power system. he comparative analysis of settling time of proposed fuzzy controller and references PID controller as shown in Figure 11 Figure 12. able. Comparative Analysis of Settling time, Peak Overshoot and Peak Undershoot. Author Settling time Undershoot Proposed Fuzzy PI 6.221 2.848 10 Padhan, 201 [24] 6.248 9.64 10 Sadaat [25] 27.990 9.6 1 6 1 0 Serhat, 2012 [26] 7.542.875 10 ammam, 2012 [27] 10.89 1.509 10 Hussein, 2012 [28] 15.587 5.5 7 9 1 0 Das, 2012 [29] 6.694 0.02 H Song, 2015 [0] 9.461 0.018 Figure 8. Surface view of type 1 fuzzy controller..2.. Defuzzification Defuzzification transforming the output fuzzy linguistic variable to a real value signal. he centroid method used for defuzzification process. 4. Simulation and Discussion In simulation study, we simulate the single area non-reheat thermal power plant with type 1 fuzzy controller. In this section, we compared the performances of thermal power plant using fuzzy controller with the published paper PID controller. he response of thermal power plant using PID controller of published paper is tabulated in able. Performance Comparison A single area thermal power plant is considered for load frequency problem. A step change in load is given to a P D. L he parameters of the thermal power system are given in able 2. We compared the responses of fuzzy controller with PID controller responses in terms of settling time, peak overshoot. Figure 9. Frequency deviation of single area thermal power plant without fuzzy controller. able 2. Parameter of Single Area LFC of hermal Power Plant. Parameters Symbols Value ime constant of overnor 1 0.08 Sec ime constant of urbine 1 ain constant of Power system ime constant of Power system P P Speed regulation R 1 0. Sec. 120Hz/pu MW 20 Sec. 2.4 Hz/pu MW Figure 10. Frequency deviation of single area thermal power plant using Fuzzy controller due to 1% step load disturbance in power demand.

55 Rajendra Fagna: Load Frequency Control of Single Area hermal Power Plant Using ype 1 Fuzzy Logic Controller 1 fuzzy logic controller give better dynamic performances in terms of time specifications of the power system. Nomenclature Figure 11. Comparative analysis of the response of proposed fuzzy PID with reference [25, 26, 27, 28] PID controller. 1 : time constant of Steam governor 1 : time constant of Steam turbine P : gain constant of Power system P : time constant of Power system R 1: overnor speed regulation constant IAE: Integral of ime Multiplied Absolute Error ISE: Integral of Square Error IAE: Integral of Absolute Error AC: Automatic eneration Control References [1] D.. Sambariya and R. Fagna, "Load Frequency Control of Multi-Area Hydro hermal Power System Using Elephant Herding Optimization echnique," Journal of Automation and Control, vol. 5, pp. 25-6, 2017. [2] R. Verma and S. Pal, "Intelligent automatic generation control of two-area hydrothermal power system using ANN and fuzzy logic," in Communication Systems and Network echnologies (CSN), 201 International Conference on, 201, pp. 552-556. Figure 12. Comparative analysis of the response of proposed fuzzy PID with reference [22, 2, 24] PID controller. able 4. Comparative Analysis of Performance Indices of Proposed fuzzy controller with ref. PID controller. Author IAE IAE ISE Proposed Fuzzy PI 0.004825 0.0098 7.515 10-6 Padhan, 201 [24] 0.008529 0.007692.482 10-5 Sadaat [25] 0.208 0.0985 0.0001544 Serhat, 2012 [26] 0.01472 0.008469 1.912 10-5 ammam, 2012 [27] 0.0109 0.004877 5.89 10-6 Hussein, 2012 [28] 0.0076 0.009999 1.809 10-5 Das, 2012 [29] 0.071 0.02956 0.000422 H Song, 2015 [0] 0.05081 0.02911 0.0002906 5. Conclusion In this work, a type 1 fuzzy controller is used for controlling the load frequency of the single area non-reheat thermal power plant. A 1% step load perturbation is applied in the load demand of the power plant and analysis the system responses in terms of settling time, peak overshoot and peak undershoot. he performances of the power system using fuzzy controller is compared with the references PID controller performances. he settling time of fuzzy controller is less as compared to the conventional PID controller. here is no peak overshoot of the proposed controller. So, the type [] D.. Sambariya and R. Fagna, "A novel Elephant Herding Optimization based PID controller design for Load frequency control in power system," in 2017 International Conference on Computer, Communications and Electronics (Comptelix), 2017, pp. 595-600. [4] P. C. Pradhan, R.. Sahu, and S. Panda, "Firefly algorithm optimized fuzzy PID controller for AC of multi-area multi-source power systems with UPFC and SMES," Engineering Science and echnology, an International Journal, vol. 19, pp. 8-54, 2016. [5]. V. umar and V. anesh, "Fuzzy Logic Controller Based Load Frequency Control of wo Area Inter connected hermal Power System." [6] R. ashyap, S. Sankeswari, and B. Patil, "Load Frequency Control using fuzzy PI controller generation of interconnected hydropower system," International Journal of Emerging echnology and Advanced Engineering, vol., pp. 655-659, 201. [7] Y. R. Prajapatia and S. Y. Prajapatib, "A Single Area Load Frequency Control (LFC): Comparative Study Based on Integral and Fuzzy Logic Controller," IJLEMAS, vol. 5, 2016. [8] E. A. Daood and A. Bhardwaj, "Automatic load frequency control of hree-area power System using ANN controller with Parallel Ac/Dc Link." [9] E. Ozkop, I. H. Altas, and A. M. Sharaf, "Load frequency control in four area power systems using fuzzy logic PI controller," in 16th National power systems conference, 2010, pp. 2-26.

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