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LAX-100-NP Datasheet, PDF (8/12 Pages) LEM – Current Transducer LAX SERIES
LAX series 16-100 A
Performance parameters definition
The schematic used to measure all electrical parameters is:
(C1 = C2 = 100 nF, RM = 50 Ω unless otherwise noted):
+VC
+
IP
M IS
RM C1
0V
C2
This model is valid for primary ampere-turns ΘP between
Θ - Pmaxi and Θ + Pmaxi only.
At zero input current, the model for the offset is reduced to:
IS = IOE + IOT(TA) + Θ IOM( ) Pmaxi
In
which
Θ I ( )
OM Pmaxi
is
the
magnetic
offset
current
due
to
the
maximum input ampere-turns that have been applied to the
transducer.
-
-VC
Figure 18: standard characterization schematics
Ampere-turns and amperes
The LAX transducer is sensitive to the primary current linkage
ΘP (also called ampere-turns).
ΘP
=
NI
PP
(At)
With N the number of primary turn (1, 2 or 3
P
depending on the connection of the primary jumpers)
Warning : As most LAX user will use it with only one single
primary turn (N = 1), most of this datasheet is written with
P
primary currents instead of current linkages. The unit is kept as
ampere-turn (At) to make clear that ampere-turns are meant.
Transducer simplified model
The static model of the transducer at temperature T is:
A
I
S
=
G
ΘP
+ error
ε ε In which error = IOE + IOT(TA) + GΘP + Θ Θ ( ) L Pmaxi Pmaxi
With :
ΘP = NPIP : the input ampere-turns (At)
Please read above warning.
ΘPmaxi
: the maxi input ampere-turns that have
been applied to the transducer (At)
IS
TA
IOE
IOT(TA)
G
: the secondary current (A)
: the ambient temperature (°C)
: the electrical offset current (A)
: the temperature variation of I at
temperature T (A)
O
A
: the sensitivity of the transducer (A/At)
εG
: the sensitivity error
εL (ΘPmaxi) : the linearity error for ΘPmaxi
Sensitivity and linearity
To measure sensitivity and linearity, the primary current (DC) is
cycled from 0 to IP, then to -IP and back to 0 (equally spaced IP/
10 steps).
The sensitivity G is defined as the slope of the linear regression
line for a cycle between ± I .
The
linearity
error
εL is
PN
the
maximum
positive
or
negative
difference between the measured points and the linear regression
line, expressed in % of the maximum measured value.
Magnetic offset
The magnetic offset current IOM is the consequence of a current
on the primary side ("memory effect" of the transducer's ferro-
magnetic parts). It is included in the linearity figure but can be
measured individually.
It is measured using the following primary current cycle.
I depends on the current value I .
OM
P1
IOM
=
Is(t1) − Is(t2 )
2
IP (DC)
IP1
0A
t
-IP1
t2
t1
t
Ip(3)
Figure 19: current cycle used to measure magnetic and
electrical offset (transducer supplied)
070615/8
LEM reserves the right to carry out modifications on its transducers, in order to improve them, without prior notice.
Page 8/12
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