rms
h
h
V
V
1
1
25
2
2
=
å
=
ç
è
æ
÷
ø
ö
=
fnd
rms V
V
1
1
(
2
2
-
rms
V
1
[Fig. 2]
Page appearing only in Three phases without neutral (Delta).
3 PH
=
Phase-phase voltages
VL1-L2, VL2-L3, VL3-L1
[Fig. 3]
Graphics of the maximum, minimum and instantaneous value of the phase voltage. In the central part
of the page you can see the phase the graphic refers to
[Fig. 4]
3 PH-N, 3 PH
=
Phase currents AL1, AL2, AL3
2 PH
=
Phase currents AL1, AL2
1 PH
=
Page not appearing
[Fig. 5]
Neutral current Aneutral appearing only in 3 PH-N; 3 PH.
[Fig. 6]
3 PH-N, 3 PH
=
Average phase current
AL1Avg AL2Avg, AL3Avg
2 PH
=
Average phase current
AL1Avg AL2Avg
1 PH
=
Page not appearing
Note:
The integration time is the same used for the Average power and it is adjustable into the SETUP
menu [Fig.29].
[Fig. 7]
3 PH-N, 3 PH
=
Phase current peaks
AL1MD, AL2MD, AL3MD
2 PH
=
Phase current peaks
AL1MD, AL2MD,
1 PH
=
Page not appearing
[Fig. 8]
As in [Fig.3] but refers to the currents.
[Fig. 9]
3 PH-N, 3 PH
=
Phase active powers
PL1, PL2, PL3
2 PH
=
Phase active powers
PL1, PL2
1 PH
=
Page not appearing
[Fig. 10]
3 PH-N, 3 PH
=
Phase Apparent powers SL1, SL2, SL3
2 PH
=
Phase Apparent powers SL1, SL2
1 PH
=
Page not appearing
[Fig. 11]
3 PH-N, 3 PH
=
Phase reactive powers
QL1, QL2, QL3
2 PH
=
Phase reactive powers
QL1, QL2
1 PH
=
Page not appearing
[Fig. 12]
3 PH-N, 3 PH
=
Phase Power Factor
PFL1, PF L2, PF L3
2 PH
=
Phase Power Factor
PFL1, PF L2
1 PH
=
Page not appearing
[Fig. 13]
Average Total Harmonic Distortion Factors in %
THD%V = (THD%VL1+THD%VL2+THD%VL3) / 3
THD%A = (THD%AL1+THD%AL2+THD%AL3) / 3
Note These special parameters allow to identify immediately if one of the phases is distorted
[Fig. 14]
3 PH-N, 3 P
=
Phase Total Harmonic Distortion THD%V1, THD%V2, THD%V3
2 PH
=
Phase Total Harmonic Distortion THD%V1, THD%V2
1 PH
=
Page not appearing
THD%V1 =