Small Signal Stability Assessment of MEPE Test System in Free and Open Source Software
This paper presents small signal stability study carried
over the 140-Bus, 31-Machine, 5-Area MEPE system and validated
on free and open source software: PSAT. Well-established linearalgebra
analysis, eigenvalue analysis, is employed to determine the
small signal dynamic behavior of test system. The aspects of local
and interarea oscillations which may affect the operation and
behavior of power system are analyzed. Eigenvalue analysis is carried
out to investigate the small signal behavior of test system and the
participation factors have been determined to identify the
participation of the states in the variation of different mode shapes.
Also, the variations in oscillatory modes are presented to observe the
damping performance of the test system.
[1] Dysko A. Leithead WE, O’Reilly J., “Enhanced power system stability
by coordinated PSS design,” IEEE Transl. Power Syst, vol. 25, 2010,
pp.413-422.
[2] Johansson N., Angquist L, Nee H., “An adaptive controller for power
system stability improvement and power flow control by means of a
thyristor switched series capacitor (TCSC),” IEEE Tansl. Power Syst,
vol. 25, 2010, pp. 381-391.
[3] Ayres HM, Kopcak I, Castro MS, Milano F, da Costa VF, “A didcate
procedure for designing power oscillation dampers of FACTS devices,”
Simul. Model Practice Theory, vol. 18, 2010, pp. 896-909.
[4] Khodabakhshian A, Hemmati R., “Robust decentralized multi-machine
power system stabilizer design using quantitative feedback theory,”
Electric Power Energy Syst., vol. 41, 2010, pp. 112-119.
[5] Radaideh SM, Dejdawi IM, Mushtaha MH, “Design of power system
stabilizers using two level fuzzy and adaptive neuro-fuzzy interface
systems,” Electric Power Energy Syst., vol. 35, 2010, pp. 47-56.
[6] Haussan LH, Moghavvemi M, Almurib HAF, Muttaqi KM, Du H,
“Damping of low frequency oscillations and improving power system
stability via auto-tuned PI stabilizer using Takagi-Sugeno fuzzy logic,”
Electric Power Syst., vol. 58, 2012, pp. 72-85.
[7] Hugan X, Haozhong Ch, Haiyu L., “Optimal reactive power flow
incorporating static voltage stability based on multi-objective adaptive
immune algorithm,” Energy Convers. Manage., vol. 49, 2008, pp. 1175-
1181.
[8] Kundur P, Power System Stability and Control, New York, USA,
McGraw-Hill, 1994.
[9] Anderson PM, Fouad AA, Power System Control and Stability, 2nd Edn.,
Manhattan, USA, John Wiley & Sons, 2003.
[10] Bikash P, Balarko C, Robust Control in Power System, New York,
USA, Springer Science & Business Media, 2005.
[11] Wilkinson J, The Algebraic Eigenvalue Problem, Oxford University
Press,2004.
[12] Carlos E., Ugalde-Loo, Enrique Acha, Eduardo Liceaga-Castro, “Multimachine
power system state space modeling for small signal stability
assessments,” Applied Math. Modelling, vol, 37, 2013, pp. 10141-
10161.
[13] Myint Aung, “Present and future power sector development in
Myanmar,” MEPE, Nay Pyi Taw, 2012.
[14] Wei Li, Luigi Vanfretti, Yuwa Chompoobutrgool, “Development and
implementation of hydro turbine and governor models in a free and
open source software package,” Simul. Model. Practice, vol. 24, 2012,
pp. 84-102.
[15] Jan Machowski et al., Power Systems Dynamics (Stability and Control),
2nd Edn, Wiley & Sons Publication, 2008.
[16] Federico Milano, “An open source power system analysis toolbox,”
IEEE Trans Power Syst, vol. 20 (3), August 2005, pp. 1199-1206.
[17] Federico Milano, Documentation forPower System Analysis Toolbox,
2010.
[18] Ghosh Sudipa, Senroy Nilanjan, “The localness of electromechanical
oscillations in power systems,” Int J. Elect. Power Energy Syst., vol. 42,
2012, pp. 306-313.
[19] Fernandez RD, Mantz RI, Battaiotto PE, “Impact of wind firms on a
power system: an eigenvalue analysis approach,” Renew Energy, vol.
32 (10), 2007, pp. 1676-1688.
[20] Kyaw Swar Soe Naing, “Fuel mix requirements for power generation in
Myanmar,” MEPE, Nay Pyi Taw, 2013.
[21] ADB, Energy Sector Initial Assessment Myanmar, 2013.
[1] Dysko A. Leithead WE, O’Reilly J., “Enhanced power system stability
by coordinated PSS design,” IEEE Transl. Power Syst, vol. 25, 2010,
pp.413-422.
[2] Johansson N., Angquist L, Nee H., “An adaptive controller for power
system stability improvement and power flow control by means of a
thyristor switched series capacitor (TCSC),” IEEE Tansl. Power Syst,
vol. 25, 2010, pp. 381-391.
[3] Ayres HM, Kopcak I, Castro MS, Milano F, da Costa VF, “A didcate
procedure for designing power oscillation dampers of FACTS devices,”
Simul. Model Practice Theory, vol. 18, 2010, pp. 896-909.
[4] Khodabakhshian A, Hemmati R., “Robust decentralized multi-machine
power system stabilizer design using quantitative feedback theory,”
Electric Power Energy Syst., vol. 41, 2010, pp. 112-119.
[5] Radaideh SM, Dejdawi IM, Mushtaha MH, “Design of power system
stabilizers using two level fuzzy and adaptive neuro-fuzzy interface
systems,” Electric Power Energy Syst., vol. 35, 2010, pp. 47-56.
[6] Haussan LH, Moghavvemi M, Almurib HAF, Muttaqi KM, Du H,
“Damping of low frequency oscillations and improving power system
stability via auto-tuned PI stabilizer using Takagi-Sugeno fuzzy logic,”
Electric Power Syst., vol. 58, 2012, pp. 72-85.
[7] Hugan X, Haozhong Ch, Haiyu L., “Optimal reactive power flow
incorporating static voltage stability based on multi-objective adaptive
immune algorithm,” Energy Convers. Manage., vol. 49, 2008, pp. 1175-
1181.
[8] Kundur P, Power System Stability and Control, New York, USA,
McGraw-Hill, 1994.
[9] Anderson PM, Fouad AA, Power System Control and Stability, 2nd Edn.,
Manhattan, USA, John Wiley & Sons, 2003.
[10] Bikash P, Balarko C, Robust Control in Power System, New York,
USA, Springer Science & Business Media, 2005.
[11] Wilkinson J, The Algebraic Eigenvalue Problem, Oxford University
Press,2004.
[12] Carlos E., Ugalde-Loo, Enrique Acha, Eduardo Liceaga-Castro, “Multimachine
power system state space modeling for small signal stability
assessments,” Applied Math. Modelling, vol, 37, 2013, pp. 10141-
10161.
[13] Myint Aung, “Present and future power sector development in
Myanmar,” MEPE, Nay Pyi Taw, 2012.
[14] Wei Li, Luigi Vanfretti, Yuwa Chompoobutrgool, “Development and
implementation of hydro turbine and governor models in a free and
open source software package,” Simul. Model. Practice, vol. 24, 2012,
pp. 84-102.
[15] Jan Machowski et al., Power Systems Dynamics (Stability and Control),
2nd Edn, Wiley & Sons Publication, 2008.
[16] Federico Milano, “An open source power system analysis toolbox,”
IEEE Trans Power Syst, vol. 20 (3), August 2005, pp. 1199-1206.
[17] Federico Milano, Documentation forPower System Analysis Toolbox,
2010.
[18] Ghosh Sudipa, Senroy Nilanjan, “The localness of electromechanical
oscillations in power systems,” Int J. Elect. Power Energy Syst., vol. 42,
2012, pp. 306-313.
[19] Fernandez RD, Mantz RI, Battaiotto PE, “Impact of wind firms on a
power system: an eigenvalue analysis approach,” Renew Energy, vol.
32 (10), 2007, pp. 1676-1688.
[20] Kyaw Swar Soe Naing, “Fuel mix requirements for power generation in
Myanmar,” MEPE, Nay Pyi Taw, 2013.
[21] ADB, Energy Sector Initial Assessment Myanmar, 2013.
@article{"International Journal of Electrical, Electronic and Communication Sciences:69176", author = "Kyaw Myo Lin", title = "Small Signal Stability Assessment of MEPE Test System in Free and Open Source Software", abstract = "This paper presents small signal stability study carried
over the 140-Bus, 31-Machine, 5-Area MEPE system and validated
on free and open source software: PSAT. Well-established linearalgebra
analysis, eigenvalue analysis, is employed to determine the
small signal dynamic behavior of test system. The aspects of local
and interarea oscillations which may affect the operation and
behavior of power system are analyzed. Eigenvalue analysis is carried
out to investigate the small signal behavior of test system and the
participation factors have been determined to identify the
participation of the states in the variation of different mode shapes.
Also, the variations in oscillatory modes are presented to observe the
damping performance of the test system.
", keywords = "Eigenvalue analysis, Mode shapes, MEPE test
system, Participation factors, Power System oscillations.", volume = "8", number = "11", pages = "1823-9", }
