Specifications

63230-507-201A1 Power Meter 750
03/2007 Section 4—Metering
© 2007 Schneider Electric All Rights Reserved
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Demand Current The power meter calculates demand current using the thermal demand
method. The default interval is 15 minutes, but you can set the demand
current interval between 1 and 60 minutes in 1-minute increments.
Peak Demand In nonvolatile memory, the power meter maintains a running maximum for
power demand values, called “peak demand.” The peak is the highest
average for each of these readings: kWD, kVARD, and kVAD since the last
reset. Table 4– 2 on page 16 lists the available peak demand readings from
the power meter.
You can reset peak demand values from the power meter display. From the
Main Menu, select MAINT > RESET > DMD.
You should reset peak demand after changes to basic meter setup, such as
CT ratio or system type.
ENERGY READINGS The power meter calculates and stores accumulated energy values for real,
reactive, and apparent energy.
You can view accumulated energy from the display. The resolution of the
energy value will automatically change through the range of 000.000 kWh
to 000,000 MWh (000.000 kVAh to 000,000 MVARh).
Energy values can be reported over communications in two formats: scaled
long integer and floating point. The units are always kWh, KVARh, or kVAh.
The long integer values are limited to 2,147,483,647 x the scale factor. The
floating point values are limited to 1.84 x 10
18
.
POWER ANALYSIS VALUES The power meter provides power analysis values for Total Harmonic
Distortion (THD). THD is a quick measure of the total distortion present in a
waveform and is the ratio of harmonic content to the fundamental. It
provides a general indication of the “quality” of a waveform. THD is
calculated for both voltage and current. The power meter uses the following
equation to calculate THD where H is the harmonic distortion:
Figure 4– 2: Thermal Demand Example
15-minute
interval
next
15-minute
interval
Time
(minutes)
Calculation u
p
dates at the end of each interval
The interval is a window of time that moves across the timeline.
Last completed
demand interval
99%
90%
% of Load
0%
++
H
2
2
H
3
2
H
4
2
+
x
100%
THD =
H
1