Schneider Electric 58 TRX Manual De Usuario

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Class 8839 58M Enclosed AC Drives
Three Phase Line Reactors
160
09/2003
©
 2000–2003 Schneider Electric All Rights Reserved
The Class 8839 58M Enclosed AC Drives are 
designed to operate from industrial power systems 
with normal AC line conditions without the need of 
additional line impedance from either an isolation 
transformer or a line reactor. However, when 
abnormal line conditions exist, additional line 
impedance may be required. Typically, line reactors 
are used to:
• Reduce the input rms current to the AC drive 
ratings
• Lower the available fault current on high fault 
distribution systems
• Limit the total harmonic voltage distortion from 
the AC drive at the point of common coupling to 
align with IEEE 519 guidelines
• Prevent AC drive nuisance tripping due to 
transient overvoltages from power factor 
correction capacitor switching
Line Reactors:
1. The line reactors are manufactured by 
MTE, Inc.
2. Harmonic compensated up to 150% of 
nominal current ratings
3. 5% nominal reactance
4. Refer to the following publications on the 
subject of harmonics and benefits of drive 
isolation transformers:
— 8803PD9402–Power Systems Harmonics–
Cause and Effects of AC Drives.
— 7460HO9501–Drive Isolation 
Transformers-Application, Selection and 
Specification Data
— 7460PD9501– Drive Isolation 
Transformers–Solutions to Power Quality
HP Rating
208/230 VAC Line Reactor 
Part No. (Integrated)
460 VAC Line Reactor
Part No. (Integrated)
Enclosed Standard Option
1
RL–01202
RL–00802
A10
2
RL–01202
RL–00802
A10
3
RL–01202
RL–00802
A10
5
RL–01801
RL–01203
A10
7.5
RL–01801
RL–01203
A10
10
RL–03501
RL–01802
A10
15
RL–03501
RL–01802
A10
20
RL–08001
RL–01802
A10
25
RL–08001
RL–03502
A10
30
RL–10001
RL–03502
A10
40
RL–10001
RL–03502
A10
50
RL–16002
RL–08002
A10
60
RL–08002
A10
75
RL–10002
A10
100
RL–13002
A10
125
RL–16013
A10
150
RL–20013
A10
200
RL–25013
A10
250
RL–32013
A10
300
RL–40013
A10
350
RL–50013
A10
400
RL–50013
A10
450
RL-60013
A10
500
RL-60013
A10
Load
Line
A1
B1
C1
A2
B2
C2
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