Power Systems III - Stability 1

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6/11/2015 1 EE 3043 – Power Systems III Power System Stability Introduction by Dr. Lidula N. Widangama Arachchige Department of Electrical Engineering University of Moratuwa, Sri Lanka 1 Power Systems III - Course Outline Module Objectives To evaluate and predict the stability of a power system To recognize the requirement of protection of power systems and to determine the protective relaying equipment/methods require at different levels of the power system. To design a protective relay scheme for a simple power system and validate its accuracy through a simulation study, which need be modeled using commercial power systems software. 2

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Transcript of Power Systems III - Stability 1

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    EE 3043 Power Systems III

    Power System Stability Introduction

    by

    Dr. Lidula N. Widangama Arachchige Department of Electrical Engineering

    University of Moratuwa, Sri Lanka

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    Power Systems III - Course Outline

    Module Objectives To evaluate and predict the stability of a power system

    To recognize the requirement of protection of power systems and to determine the protective relaying equipment/methods require at different levels of the power system.

    To design a protective relay scheme for a simple power system and validate its accuracy through a simulation study, which need be modeled using commercial power systems software.

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    Power Systems III - Course Outline

    Learning Outcomes After completing this module the student should be able to

    demonstrate knowledge of power system stability, factors that influence system stability and methods to improve and maintain stability

    evaluate and predict the stability of a power system

    demonstrate knowledge of the general requirements of protective relaying

    select suitable instrument transformers for metering and protection, optimization of their protection functions

    demonstrate knowledge of relaying principles of electro-mechanical, static and numeric relays

    to calculate the relay settings and design protection schemes using over current relays

    Identify earth fault and directional relay requirements

    identify appropriate protection schemes for generators and transformers

    apply different relay techniques for protection from distance faults

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    Power Systems III - Course Outline

    Method of Assessment

    Continuous assessment (30%) ~5 Assignments

    Includes in-class tests

    Includes 1 PSCAD/EMTDC simulation assignment

    Final written exam (70%)

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    Power Systems III - Course Outline

    References

    Prabha Kundur, Power System Stability and Control, Tata McGraw Hill Education Private Limited, New Delhi, India, 2010, ISBN 0 07 063515 3. (for Stability)

    Juan M. Gers and Edward J Holms, Protection of Electricity Distribution Networks, 2nd Edition, IET Power and Energy Series 47, IEEE, London, UK, 2011, ISBN 0 86341 537 7. (for Protection)

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    Power System

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    Single-line diagram of a Power System

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    Power Quality and Reliability

    A properly designed and operated power system should maintain the quality of power supplied, withholding to

    constant voltage

    constant frequency

    level of reliability

    specified in the standards

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    Power System Controls

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    Power Systems Stability

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    Power System Stability

    The stability of an interconnected power system is its ability to maintain acceptable operating conditions under normal operation and after being subjected to a disturbance

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    Classification of Power System Stability

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    Rotor Angle Stability

    Ability of the interconnected synchronous machines in a power system to remain in synchronism

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    Schematic Diagram Of a 3 Synchronous Machine

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    Definition of the Rotor Angle

    Fr Field mmf

    Fs Armature mmf

    Fsr Resultant airgap mmf

    E Excitation Voltage

    Ear = jXarIa Armature Reaction Voltage

    Esr On-load emf

    V Terminal Voltage

    RaIa Resistive Voltage Drop

    XlIa Leakage Reactance Voltage Drop

    Cos = Power Factor at the Generator Terminal

    E = V + RaIa + j(Xl + Xar) Ia

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    Fr

    E

    Fs

    Fsr

    Esr Ear = XarIa

    XlIa RaIa

    V

    Ia

    r

    r

    Synchronous Reactance, Xs

    Rotor Angle = r

    Rotor Angle, r

    The angle between E and Esr is equal to the angle between Fr and Fsr which is known as the Rotor Angle If Fr leads Fsr by an angle r machine operates as a generator

    If Fr lags Fsr by an angle r machine operates as a motor

    Power developed by the machine = P P

    therfore, is also known as the Power Angle

    Usually, P is considered

    because leakage impedance is very small compared to magnetization reactance

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