on-line voltage instability risk identification based on
TRANSCRIPT
March 07, 2008G.N.Taranto 1/23
CRIS International Workshop on Critical Infrastructures – WAMS
On-line Voltage Instability RiskIdentification Based on Phasor
Measurements
Glauco N. Taranto
Rio de Janeiro, RJ
COPPE/UFRJPrograma de Engenharia Elétrica
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Acknowledgements
Dr. Sandro Corsi (Centro Elettrotecnico Sperimentale Italiano)
Acknowledgements
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Presentation Outline
Introduction
PMU
Voltage Stability
Background for the Method Utilized
Proposed Algorithm for Identification
Results
Italian System
Brazilian System (Preliminary Results)
Concluding Remarks
Presentation Outline
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Introdução
PMU
First experiments back to the seventies
The pioneers: Profs. Phadke and Thorp
In Brazil: MedFasee Project (2003)
Technology for synchronization
Loran-C (in the past – 100 kHz)
GPS (presently – 2 MHz)
Applications
Monitoring (low sampling rate)
Protection and Control (high sampling rate)
Introduction
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Localization of PMUs in TVA (USA)Introduction
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Voltage Stability
Short term
From miliseconds to a few seconds
Large perturbation
Induction motor starting, HVDC
Long term
From seconds to many minutes
OLTC, OEL
IntroductionIntroduction
Work Focus
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Background
Based on:
Measurements of voltage and current phasors
Thevenin equivalent
Impedance matching
Background
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Background (Thevenin)
LThThL IZEVrrr
−=
ThL ZZ =
1 equation
2 unknowns
Maximal power
transfer
Background
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Installation Layout
Source: Sakis Meliopoulos, IREP 2007
Background
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VIP – Voltage Instability Prediction
Source: K. Vu and D. Novosel, “Voltage Instability Predictor (VIP) - Method and
System for Performing Adaptive Control to Improve Voltage Stability in Power
Systems,” US Patent No. 6,219,591, April 2001.
Finding: relying only on voltage magnitudes
to detect voltage instability is neither helpful
nor reliable!
Background
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Fundamentals
⎟⎠
⎞⎜⎝
⎛= −
Th
L
EV θβ coscos 1
0≈ThRassumingEth is
unknownMethods already proposed:
1) LMS
2) Tellegen´s Principle
Fundamentals
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Conceptual Analysis
Known Variables Estimated Variables
ZL(Ω) IL(A) VL(V) ETh(V) ZTh(Ω) ETh(V) ZTh(Ω)
1 9 2 18 21 1,5 19 0,5
2 8 2,22 17,76 21 1,46 19 0,56
Step
20 V (?)
1 Ω(?)
LVIL ZL
Hint!
Eth = 20 V
Zth = 1 Ω
Fundamentals
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Proposed Algorithm
Step 1 – Estimate the initial value of Etho
Step 2 – Compute Xtho
Step 3 – Compute Eth(i) according to the logics of
the previous numerical example
Step 4 – Compute Xth(i) given Eth
(i)
Step 5 – Increment (i) and return to Step 3.
Proposed Algorithm
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Results
The proposed algorithm was applied to the entire Italian System from
real data
System Characteristics:
2549 buses (380 kV and 220 kV networks)
2258 transmission lines and transformers
325 generators
50 GW of load
Dynamic models for OLTCs, OELs, voltage regulators and speed governors
Application to load and “transit” buses
Sampling rate – 20ms (1 phasor/cycle in 50Hz)
Results
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380 kV Network
Milan
Florence
Results
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Brugherio 380kV BusResults
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Baggio 380kV BusResults
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Sensitivity to the Sampling RateResults
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Tests in the Rio Area
Tests are still preliminaryMade possible via Anatem from CEPELCase and models obtained from ONS webpage (February/2007)Load ramp increaseSummary submitted to SEPOPE 2008
Results
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Preliminay Tests in the Rio Area
I
I
V
I
Results
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Cachoeira Paulista 500kVZ_Thevenin x Z_carga
Results
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Concluding Remarks
The phasor measurements can efficiently be utilized in voltage
instability prevention.
High sampling rates are necessary.
Prediction of voltage instability in a region can be made without
extensive use of the communications resources.
It is possible to proposed more sophisticated control logics relying on
data synchronization via GPS.
Comprehensive results from the Italian System and preliminary ones
from the Brazilian System encourage further research on this topic.
Concluding Remarks
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THANKS !e-mail: [email protected]