Available online at www.sciencedirect.com ScienceDirect Materials Today: Proceedings XX (2016) XXX–XXX www.materialstoday.com/proceedings PMME 2016 A Variable Structured TCSC Controller for Power System Stability Enhancement Bibhu Prasad Ganthiaa*, Aditi Abhisiktab, Deepanwita Pradhanc, Anwes Pradhand a Department of Electrical Engineering, Indira Gandhi Institute of Technology, Sarang, Dhenkanal, India b Department of Electrical Engineering, VSSUT, Burla, India c Department of Electrical Engineering, National Institute of Technology, Rourkela, India d Department of Industrial Management, College of Engineering & Technology, Bhubaneswar, India Abstract In present era, the main contact of the power segment engineers is to expand the ability and immovability of the current power segment for attractive system presentation and dependable process. This directs to the growth of FACTS technology. FACTS controllers raise power convey ability and constancy. This article represents representing and simulation of single machine infinite bus (SMIB) system with TCSC controller. Thyristor Controlled Series Capacitor (TCSC) controller is exercised to improve transient constancy of the SMIB system. In this article propose of TCSC controller is projected. The form of SMIB with TCSC and PID controllers are expanded in MATLAB for simulation. Three phase symmetrical faults are initiated to learn its characteristics. The simulation effects confirm that the constancy of the power system is being developed by TCSC controller and it efficiently damp out the power system oscillations. © 2016 Elsevier Ltd. All rights reserved. Selection and Peer-review under responsibility of International Conference on Processing of Materials, Minerals and Energy (July 29th – 30th) 2016, Ongole, Andhra Pradesh, India. Keywords: Stability enhancement; FACTS; TCSC; VAR 1. Introduction At present, power systems are expanding in apply and difficulty, are precised by long distance huge power transmissions and large region similarity. To gratify reliability, load demand and stability criteria in a compound present interrelated power system, either it is wanted to operate the presented transmission lines more powerfully, or recently created lines should be connected to the system. When the raise of electrical power require, the power stations are slightly situated in detached areas. As a result, it has become unavoidable to create innovative long transmission lines and by latest technologies. Alternatively, this idea is very exclusive and ecological matters should be believed. One of the resolutions to this trouble is the operation of the accessible transmission lines further efficiently and with a higher loading capacity. To recognize a elegant and fault liberal grid a new technology Flexible AC transmission system (FACTS) was suggested. FACTS devices are mainly solid state converters having the capability of scheming different electrical parameters in transmission circuits line. The instruments of FACTS family i.e. Thyristor Controlled Series Compensator (TCSC), Static VAR Compensator (SVC), Static Synchronous Series Compensator (SSSC), Static Compensator (STATCOM), Unified Power Flow Controller (UPFC),Thyristor Controlled Phase Angle Regulator (TCPST) etc. This is an open-access article distributed under the terms of the Creative Commons Attribution-Non Commercial-Share Alike License, which permits non-commercial use, distribution, and reproduction in any medium, provided the original author and source are credited. * Corresponding author. Tel.: +91-9439618046. E-mail address: jb.bibhu@gmail.com 2214-7853 © 2016 Elsevier Ltd. All rights reserved. Selection and Peer-review under responsibility of International Conference on Processing of Materials, Minerals and Energy (July 29th – 30th) 2016, Ongole, Andhra Pradesh, India. Bibhu Prasad Ganthia/ Materials Today: Proceedings XX (2016) XXX–XXX2 At present the stability of power system has been become a chief anxiety in structure process. Numerous disorders absorb a large digression of generator rotor angles, bus voltages, power flows and other system variables. In present days significant labors have been made to progress or improve the power system stability. To convene the load demand in a complex intersected power system and gratify the stability and reliability criteria in current power systems with EHV, operation of the accessible transmission lines more effectively and have higher loading capacity is the best solution. So to diminish power oscillations through a disorder and to develop power system stability FACT devices can be applied in transmission line. In this learn TCSC controller with various managed configuration is proposed individually to progress the presentation of power system issued to a disorder. 2. Basic Module of TCSC TCSC is one of the mainly significant and greatest identified series FACTS controllers. It has been in exercise for many years to raise line power reassign in addition to develop system stability. Mostly a TCSC abides of three mechanisms; capacitor banks C, bypass inductor L and bidirectional thyristors. The firing angles of the thyristors are managed to regulate the TCSC reactance in agreement with a system control algorithm, usually in reply to some system parameter deviations. According to the deviation of the thyristor firing angle () or conduction angle (), this practice can be formed as a quick change between equivalent reactance presented to the power system. Assuming that the total current exceeding during the TCSC is sinusoidal; the corresponding reactance at the fundamental frequency can be presented as a variable reactance XTCSC. There survives a steady-state relationship between and the reactance XTCSC. This relationship can be explained by the subsequent equation: where, XC = Nominal reactance of the fixed capacitor (C). X P = Inductive reactance of inductor (L) connected in parallel with (C). 2( ) , the conduction angle of TCSC controller. k The compensation ratio While the relationship between α and the corresponding fundamental frequency reactance proposed by TCSC, XTCSC () is an exclusive-significance function; the TCSC is copied here as variable capacitive reactance within the effective section distinct by the restrictions forced by α. Thus XTCSCmin ≤ XTCSC ≤ XTCSCmax, with XTCSCmax = XTCSC (αmin) and 0 XTCSCmin= XTCSC(180 ) = XC. This paper depicts the controller is supposed to control only in the capacitive area, i.e., αmin > 0 αr where αr communicates to the significant point, as the inductive section connected with 90 < α < αr encourages high harmonics that cannot be correctly formed in stability exercises. Fig.1. Basic Module of TCSC 3. SMIB Power System with TCSC The SMIB power system with TCSC (viewed in Fig. 2), is judged in this learn. The generator has a limited load of admittance Y = G + jB and impedance of the transmission line is Z = R + jX. VT and VB are the generator terminal and infinite bus voltage correspondingly. The generator is presented by the third-order form involving of the generator internal voltage equation and electromechanical swing equation. The state equations may be written as: Bibhu Prasad Ganthia/ Materials Today: Proceedings XX (2016) XXX–XXX3 Pm Pe D( 1 ) M (2) b( 1 ) (3) VT vd jvq (4) I id jiq (5) where, Pm and Pe are the input and output powers of the generator correspondingly; M and D are the inertia constant and damping coefficient correspondingly; ωb is the synchronous speed; VT is the terminal voltage; I is the current, rotor angle and speed correspondingly. and are the Fig.2. Single-machine infinite-bus power system with TCSC 4. Design Modelling of TCSC Dynamics The frequently applied lead–lag construction is selected in this learn as a TCSC controller. The construction of the TCSC controller is viewed in Fig. 3. It contains a gain block with gain KP, two-stage phase compensation block and a signal block. The phase compensation block offers the suitable phase-lead features to balance for the phase lag between input and the output signals where signal block (washout) provides as a high-pass filter, with the time constant TW, high adequate to permit signals connected with oscillations in input signal to exceed unchanged. Without it steady modifies in input would change the output. From the point of view of the washout function the value of TW is not significant and may be in the range 1 to 20 seconds. 0 is the first conduction angle as required by the power flow control loop. The power flow control loop performs renounce slowly in exercise and therefore 0 stay stable throughout large-disorder transient time. Fig.3. Structure of TCSC controller Fig.4. SMIB Power system with TCSC This paper spotlights awareness on the single machine infinite bus (SMIB) power systems. Because SMIB system is virtually easy to learn, it is really helpful in relating the common ideas of power system stability, the power of different features ahead stability, and another controller idea. The SMIB mounted with TCSC is viewed in figure 4. Vt and Eb are the generator terminal and infinite bus voltage correspondingly. XT, XL and XTH signify the reactance of the transformer and also signify transmission line per circuit and the Thevenin‟s impedance of the receiving end system correspondingly. 5. Structure of the TCSC-Based Controller Fig.5. Lag-Lead Structure of TCSC based Controller Fig.6. PID Structure of TCSC based Controller Bibhu Prasad Ganthia/ Materials Today: Proceedings XX (2016) XXX–XXX4 Fig.7. Variable Structured TCSC based Controller 6. Matlab/Simulink Models Fig.8. SIMULINK Model of SIMB with TCSC controller Fig.9. SIMULINK model for calculation of id, iq, Ed, Eq and Pe 7. Simulation Results 7.1 Lead-Lag Controller Case-1: Three-phase Fault Disturbance Fig.10. Variation of power angle δ, without and with TCSC controller Fig.11. Variation of speed deviation ∆ω Bibhu Prasad Ganthia/ Materials Today: Proceedings XX (2016) XXX–XXX5 Fig.12. Variation of electrical power Fig.18. Variation of speed deviation ∆ω Fig.13 Variation of Xtcsc 7.2 Lead-lag Controller: Case-2: Line outage Disturbance Fig.19. Variation of electrical power Fig.20. Variation of Xtcsc Fig.14 Variation of δ 7.4 PID Controller: Case-1: nominal loading, Three-phase Fault Disturbance Fig.15 Variation of speed deviation ∆ω Fig.21. Variation of power angle δ Fig.16.Variation of electrical power 7.3 Lead-lag Controller: Case3: Small Disturbance Fig.17. Variation of δ Fig.22. Variation of speed deviation ∆ω Fig.23. Variation of Xtcsc Bibhu Prasad Ganthia/ Materials Today: Proceedings XX (2016) XXX–XXX6 7.5 PID Controller: Case-2: nominal loading, permanent line outage Fig.29. Variation of Xtcsc Fig.24. Variation of power angle δ 7.6 PID Controller: Case-2: nominal loading, permanent line outage disturbance 7.8 PID Controller: Case-4: heavy loading, small disturbance Fig.25. Variation of speed deviation ∆ω Fig.30. Variation of power angle δ Fig.26. Variation of Xtcsc Fig.31. Variation of speed deviation ∆ω 7.7 PID Controller: Case-3: light loading, temporary line outage disturbance Fig.32. Variation of Xtcsc Fig.27. Variation of power angle δ Fig.28. Variation of speed deviation ∆ω 7.9 Variable Structure Controller TCSC Case-5: TCSC application Fig.33. Variation of power angle δ Bibhu Prasad Ganthia/ Materials Today: Proceedings XX (2016) XXX–XXX7 8. Conclusion The MATLAB/SIMULINK model of a single-machine infinite-bus power system with a TCSC controller with both lead-lag & PID construction is represented and the realisation of the preferred controllers is verified under distinct disorders. A short contention of variable constructed TCSC controller is offered and it is physically checked in huge disorder for rotor angle oscillation damping. Simulation results explain that the cause of TCSC controller in the analysis power system moist out the oscillations quicker than when controller is not represent in the power system bears dissimilar disorder. References [1] Zheng X., Xu Z., Zhang J.: A supplementary damping controller of TCSC for mitigating SSR. in Power & Energy Society General Meeting, 2009. PES'09. IEEE. IEEE (2009) [2] Kundur P., Klein M., Rogers G., Zywno M. S.: Application of power system stabilizers for enhancement of overall system stability. Power Systems, IEEE Transactions on, 4, 614-626 (1989) [3] P. Kundur, Power System Stability and Control. New York: McGraw-Hill, 1994 [4] K. R. Padiyar, Power System Dynamics Stability and Control, BS Publications, 2nd Edition, Hyderabad, India, 2002. [5] Hingorani NG, Gyugyi L. 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