Electromechanical Relays 

Electromechanical relays have been the traditional backbone of electrical protection systems. While over recent years these have been replaced by microprocessor based numerical devices, there are still many older electromechanical relays in service.

Evolution

Mechanical relays developed in the 1800s were the first form of electrical protection. While still being reliable and widely used these were superseded by static relays in the early 1980s. Static relays have no moving parts (hence the name) and operated on the basis of analogue circuitry. More recently static relays have been superseded by first digital relays and now numerical microprocessor based devices.

Tripping Curves

IEC 60255 Characteristics

The IEC 60255 standard defines four standard current time characteristics – standard inverse (SI), very inverse (VI), extremely inverse (EI) and long-time inverse.  Each characteristic can be calculated from:

where:

t       = tripping time in (S)

I       = fault (actual) secondary CT current (A)

I_s     = relay pick-up current setting)

TMS = time multiplier setting

Characteristic	α	K
Standard Inverse	0.02	0.14
Very Inverse	1.0	13.5
Extremely Inverse	2.0	80
Long-time Inverse	1.0	120

Relay characteristics are sometimes classified according to the tripping time at 10 times the setting current (i.e. [3s/10] - a standard inverse curve which will trip in 3 seconds at 10 times the current setting). Tripping times for the various relays are:

North American Characteristics

Current time characteristics in North America as classified as IEEE Moderately Inverse, IEEE Very Inverse, IEEE Extremely Inverse, US C0₈ Inverse and US CO₂ Short Time Inverse. These are given by:

where:

t = tripping time in (S)

I = fault (actual) secondary CT current (A)

I_s = relay pick-up current setting

TD = time dial setting (multiplier)

Characteristic	α	β	K
IEEE Moderately Inverse	0.02	0.114	0.0515
IEEE Very Inverse	2.0	0.491	19.61
IEEE Extremely Inverse	2.0	0.1217	28.2
US CO8 Inverse	2.0	0.18	5.95
US CO2 Short Time Inverse	0.02	0.01694	0.02394

 

 

CDG11/16 Curves

If you have the 3sec relay's trip curve, you can just multiply the time with 1.3 and divide the answer with 3. That is the time for the 1.3sec relay.

GEC / English Electric / Alstom /Areva

Labelling the model from left to right, using number CDG31 etc. 1=C, 2=D c=G etc.:

1. operating quantity (C - current, D - differential, V- voltage)
2. basic movement (D - induction disc, M - balanced armature, T - static)
3. Application (G- general or generator, E - earth, U - definite time, F - flag, M - motor, D - directional)
4. number of units (ie CDG3x is a 3 element / unit CDG relay)
5. characteristic (for CDG, 1= std inverse (3s), 2= long time delay, 3=very inverse (1.55s), 4=extremely inverse (0.6s), 6=Long Time Standard Earth Fault)
6. case size (15 different cases, A=size 1 draw out, 10 terminal etc.)
7. case mounting (F=flush etc.)
8. identification (identifies rating, contact arrangement etc. 2= 'metricated')
9. suffix ('5' is for 50Hz only relays, '6' for 60Hz)

For a full list refer to publication MS/5100/2 from English Electric

The company history has changed over the last few years. English Electric became GEC and subsequently GEC-Alstom. Recently the company has now been acquired by Areva.

example - CDG 34EG0022A5 is a current operated, induction disc general relay, with three extremely inverse elements and is a 50 Hz unit.

Stabilising Resistors

If current transformers are connected in a residual circuit, saturation of one or more of the transformers during transient events may result in large spill currents. Particularly with high impedance relays, this may cause the the relay to falsely operate. To achieve stability under these conditions, stabilising resistor|resistors are added to increase the minimum relay operating voltage.

Rule of thumb for sizing of resistor:

try to drop:   at ,

that is:

Where:
R     = stabilising resistor value
V_k    = knee voltage of CT
I_pk    = relay pickup current

Alternatively the stabilising resistor can be calculated by using:

where:
V_A    = relay burden 
 I_r    = relay setting current

Note: The power rating of the stabilising resistor should be chosen taking into consideration the expected magnitude and duration of the current through the resistor.