85
= Key1
= Key 2
= Key 3
= Max. value or consumption = Min. value or supply
Table 1a, Measured values
Measured values in floating point format
Description
Address
(dez)
r/w
1)
Type Unit Comment
Current
1000
r
Meas. val.
A
L1, L2, L3
Voltage N-L
1012
r
Meas. val.
V
L1, L2, L3
Voltage L-L
1024
r
Meas. val.
V
L1-L2, L2-L3, L1-L3
Real power
1036
r
Meas. val.
W
Sign. -=supply, +=consumption
Apparebt power
1048
r
Meas. val.
VA
L1, L2, L3
Reactive power
1060
r
Meas. val.
var
Sign -=cap, +=ind
Cos(phi)
1072
r
Meas. val.
Sign -=cap, +=ind
Frequency
1084
r
Meas. val.
Hz
L1, L2, L3
Real power, Sum
1096
r
Sum
W
Sign -=supply, +=Consumption
Apparent power, Sum
1100
r
Sum
VA
Reactive power, Sum
1104
r
Sum
var
Sign -=cap, +=ind
Cos(phi), Sum
1108
r
Sum
Sign -=cap, +=ind
Total harmonic distortion _U
Measured value
1112
r
float
%
Maximum value
1115
r
float
%
Total harmonic distortion _I
Measured value
1118
r
float
%
1120
Maximum value
1121
r
float
%
Partial harmonic content _U
Maximum value
1124
r
float[20][3]
V
Partial harmonic 1-20; L1, L2, L3
1132
..
1180
Partial harmonic content _U
Measured value
1184
r
float[20][3]
V
Partial harmonic 1-20; L1, L2, L3
1192
..
1240
Partial harmonic content _I
Maximum value
1244
r
float[20][3]
A
Partial harmonic 1-20; L1, L2, L3
1252
..
1300
Partial harmonic content _I
Measured value
1304
r
float[20][3]
A
Partial harmonic 1-20; L1, L2, L3
1312
..
1360
Real power EMAX
1365
r
Emax
W
Sign. -=Supply, +=Consumption
1372
1384
Measured values
{float: Actual value [L1, L2, L3], Mean value[L1, L2, L3], Minimun value[L1, L2, L3], Maximum value[L1, L2,
L3]}
Sum
{float: Actual value[Sum], Mean value[Sum], Minimum value[Sum], Maximum value[Sum]}
Emax
{float: Actual value[Sum], Minimum[Sum], Maximum value[Sum]}
1) r/w = read/write