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SYMMETRICAL COMPONENETS OF POWER SYSTEM

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Title: SYMMETRICAL COMPONENETS OF POWER SYSTEM


1
SYMMETRICAL COMPONENETS OF POWER SYSTEM
  • BY TANDIN JAMTSHO
  • MScE STUDENT
  • STUDENT 3226091

2
OUTLINE OF THE PRESENTATION
  • INTRODUCTION
  • NEED FOR THE SYMMETRICAL COMPONENET METHOD
  • TECHINQUES USED TO ANALYSIS SYMMETRICAL
  • SYMMETRICAL METHODS USED TO STUDY POWER SYSTEM
    FAULTS
  • CONCLUSION
  • REFERENCES

3
INTRODUCTION
  • The normal operating conditions of an electric
    power system are occasionally disrupted because
    of faults.
  • Analysis of power systems usually implies the
    computation of network voltages and currents
    under a given set of conditions.
  • Under many circumstances we tend to ignore the
    unbalanced operation in the system and unbalanced
    operation is always present.

4
An organization of power system analysis problem
  • Source (Reference 1)

5
Effects of faults on power system
  • Flow of excessive current
  • Abnormal voltages
  • Voltage elevation of system neutral
  • Induce over voltages on neighbouring equipments .
  • Hazards to human, equipment and animals.

6
Need for fault analysis
  • Design of protection system requires the
    knowledge of fault current.
  • The information obtained from the fault studies
    are used
  • to select the sizes of circuit breaker,
  • fuse and characteristic,
  • setting of relay.

7
Normal types of fault are
  • Fault due to lightning
  • Tree limbs falling on the line
  • Wind damage
  • Insulation deterioration
  • Vandalism

8
Types of fault
  • Symmetrical fault
  • Usually three phase to ground fault
  • Unsymmetrical fault
  • The fault is unbalanced in nature

9
Sources of Asymmetrical fault are (Reference2)
10
Sources of Asymmetrical fault are (cont.)
  • One phase open circuit
  • Unbalanced in load mainly the arc loads

11
Sources of Asymmetrical fault are (cont.)
  • One phase open circuit

12
Sources of Asymmetrical fault are (cont.)
  • SLG fault

13
Need for the symmetrical component analysis
  • Negative sequence relay in generator has helped
    in protecting the generator from over heating in
    the event of unbalanced loads.
  • The positive sequence segregating network is
    used to supply the sensing voltage to generator
    voltage regulators
  • Certain connections of CT and PT develop zero
    sequence components that are used in protective
    ground relaying scheme.

14
Method of adopted for symmetrical component
analysis (cont)
  • Mathematically
  • Va Va1 Va2 Va3---------- Van
  • Vb Vb1 Vb2 Vb3---------- Vbn
  • Vn Vn1 Vn2 Vn3---------- Vnn
  • Where
  • Va, Vb. Vn are unbalanced set of phosors
  • Va1, Vb1 Vn1 first set of n balanced phasors
    with an angle 2pi/n
  • between components a,b,..n

15
Method of adopted for symmetrical component
analysis (cont)
  • Mathematically
  • Va2, Vb2 Vn2 second set of n balanced phasors
    with an angle 4pi/n between components a,
    b,..n
  • .
  • Va(n-1), Vb(n-1) Vn(n-1)are (n-1)th set of n
    balanced phasors with an angle 2pi(n-1)/n between
    components a, b,..n

16
Phasor a or a-operator
  • The phasor notation of a-operator

17
Phasor a or a-operator
18
Phasor a or a-operator
19
Equation in matrix form
20
Symmetrical components for three Phase system
  • The n-phase system presented above is of academic
    interest only and only the practical three phase
    system will be emphasised.
  • Power is generated, transmitted and consumed
    mostly in three phase only.

21
Symmetrical components for three Phase system
(cont)
  • The phasor representation of three phase system
    (source reference2)

22
Symmetrical components for three Phase system
(cont)
  • The positive sequence set consisting of three
    components of equal magnitude, displaced by 120
    240o respectively and having the phase sequence
    of abca.
  • The negative sequence set consisting of three
    components of equal magnitude displaced by 240
    120o respectively, having phase sequence of acba.
  • The zero sequence set of the component of which
    being equal both in magnitude and and phase.

23
Symmetrical components for three Phase system
(cont)
  • Relations of voltage components in matrix form

24
Symmetrical components of generator

25
Symmetrical components of generator

26
Symmetrical components of transformer (zero)

27
Fault analysis using symmetrical components
  • The most common type of fault is the single line
    to ground fault

28
Fault analysis using symmetrical components
(cont)
  • The sequence component connection for the single
    line to ground fault

29
Fault analysis using symmetrical components
(cont)
  • The sequence component connection for the single
    line to ground fault
  • The sequence components are connected in series.
  • The three currents in the case of SLG fault are
    equal.

30
Fault analysis using symmetrical components
(cont)
  • LL fault

31
Fault analysis using symmetrical components
(cont)
  • LL fault
  • There is no zero sequence component due to
    absence of ground return path.
  • The positive and negative sequence components are
    connected in parallel.

32
Fault analysis using symmetrical components
(cont)
  • LLG fault

33
Fault analysis using symmetrical components
(cont)
  • LLG fault
  • For the zero sequence component it requires to
    add an external impedance of Zf3Zg
  • The networks are connected in parallel.

34
Software available for carrying fault analysis
  • The most commonly used soft ware are
  • MATLAB
  • EDSA
  • ETAP
  • CYME

35
Conclusion
  • Power system analysis using symmetrical component
    is very helpful in improving the reliability of
    the power system.
  • The principle adopted for the analysis of
    unbalanced fault system is symmetrical component
    method.
  • By knowing the principle, the results obtained
    from the computer can be analysed.

36
References
  • 1. Paul M. Anderson, Analysis of Faulted Power
    Systems.
  • 2. W.D. Stevenson, Elements of Power System
    Analysis.
  • 3. A.P.S Meliopoulos, Power System Grounding and
    Transients.
  • 4. Olle. I. Elgerd, Electric Energy Systems
    Theory.
  • 5. IEEE Transactions
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