technical poster on overcurrent relays grading
DESCRIPTION
This poster presents an excersie to perform protection coordination or overcurrent relay’s grading for a given generic system . The following main contents are included in this report:1) Measurement of Fault Currents on 11kV and 3.3kV bus bar.2) Grading of over current relays.3) Plot of over current relays and fuse characteristics.4) Setting Calculations for TMS, High Sets, Current SettingsTRANSCRIPT
Introduction
Power System Protection deals with the protection
of electrical network’s fault currents and to prevent
such networks from the faulted area in order to
minimise damages. It ensure the safety of a system
and personnel and secure electrical equipments like
transformers, generators, transmission lines etc.
Protective device coordination is the process of
determining the "best fit" timings of current
interruption when abnormal electrical conditions
occur. The basic principle is to co-ordinate
protection so that the device nearest to the fault
must operates first i.e. the relay closest to the fault
has shortest operating time and so on.
It should be such that if any relay nearest to the
fault fails to operate, then the next up-stream relay
should operate and so on in order to islolate the
other part of the plant from the faulted part.
Abstract
The exercise is to perform protection coordination
or overcurrent relays grading for a an electrical
system and to consider following main points :
• Measurement of Fault Currents on 11kV and
3.3kV bus bar.
• Grading of P121 type over current relays by
calculating operating times.
• Plot of over current relays and fuse
characteristicscurves.
Results
The graph in Fig. 2 explains the characteristic
curves of over current relays as to when and which
relays will operate first. Fuses curves have been
plotted directly by taking the data from the data
sheet just to show their comparision with relays.
OVER CURRENT RELAYS GRADINGDr. Derek Pinches and Haseeb Aslam Ansari
Staffordshire University, Stafford, England
References
Conclusion
After carrying out the analysis of a given system it
has been found that the relay B which has the
lowest operating time will operate first if there is
any fault occurs over there. If this relay fails then
the next upstream relay D will operate after some
interval of time and so on.
Moreover Relay J which is at the top will trip the
breaker when all downstream relays have failed
and hence it provides protection coordination and
so over current grading has been achieved.
Method
In order to perform over current relays grading of a
system shown in Fig. 1, fault current at each level
of busbars needs to be calculated using the
formula :
IF = MVA
1.732 X kV
It has been shown (Mehta and Mehta, 2003) that
an inverse time relay is one in which the operating
time is approximately inversely proportional to the
magnitude of the actuating quantity. At value less
than the setting current, the relay never operates.
Therefore to grade a relay we requried a setting
current IS ,which should be taken as 10% extra of
normal FLC with a reset ratio of 95% .
IS = 1.1 x IF /0.95
The operating time of a particular relay can be
calculated using Extremely Inverse Characteristic
formula as :
t = 80 x TMS , TMS= Time Multiplier Setting
[IF / IS]² -1
Note that a grading margin of 0.4s should be added
in the operating time of all the relays in order to
have correct co-ordination, so that the relays can
have sufficient time for discrimination.
Thus, the operating times of all overcurrent relays
are tablulated as shown in Table 1.
Mehta. V., Mehta. R. 2003, Principles of Power
System, New Delhi : S. Chand Publications.
Figure 2. Overcurrent Relays Characteristic Curves
Table 1. Operating Times of Over Current Relays
Current at
3.3 kV
(from ISupto the
Fault
current
IF )
Operating
time of
Relay B
at
TMS=0.1
Operating
time of
Relay D
at
TMS=0.18
Operating
time of
Relay E
at
TMS=0.33
Operating
time of
Relay G
at
TMS=0.43
Operating
time of
Relay H
at
TMS=0.44
Operating
time of
Relay J
at
TMS=0.45
2.66 2.66 8.8 11.46 11.73 12
0.53 1 3.3 4.3 4.4 4.5
0.22 0.53 1.76 2.29 2.34 2.4
0.12 0.33 1.1 1.43 1.46 1.72
0.08 0.23 0.75 0.98 1.38 1.5
Figure 1. Single Line Diagram