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RM4301ASEA Datasheet(PDF) 4 Page - Sames

Part # RM4301ASEA
Description  Low-Cost Three-Phase Watt-Hour Energy Meter
PDF  19 Pages
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Manufacturer  SAMES [Sames]
Direct Link  http://www.sames.co.za
Logo SAMES - Sames

RM4301ASEA Datasheet(HTML) 4 Page - Sames

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PRELIMINARY
RM4301ASEA
and the resulting -3dB cut-off frequency of the voltage
network anti-alias filter is
C
CV,-3dB
C
12
RX
2
1
f
´
´
p
=
.
(9)
The value of the cut-off frequency of the voltage input
network is less critical than that of the current input network
because the dynamic range required on the voltage input
network is small. A cut-off frequency between 10kHz and
25kHz is acceptable.
The voltage input IVP of the SA4301A has to be driven with
a current of 11μARMS at the nominal rated mains voltage of
220V. This input also saturates at 25μA peak current, so the
11μARMS input current allows for 50% overdrive capability
while maintaining linearity. This ensures that the device will
not saturate with a ±20% variation in mains voltage. The
simplest method is to set the input resistor RX13 at 100
times the value of RX12, thereby satisfying the condition for
equation (5). This choice sets the required output voltage
on the voltage divider to
RX12
100
10
11
V
-6
D
´
´
´
=
(10)
because the IVP pin has a virtual short to ground. Given that
RX13 and RX are large compared to RX12
NOM
X
NOM
X
D
V
R
RX12
V
R
RX12
RX12
V
´
»
´
+
=
(11)
Combining these equations results in
NOM
4
NOM
X
V
909
10
11
V
R
»
´
=
-
,
(12)
which should easily satisfy the condition that RX should be
significantly larger than RX12. It must be noted that RX
changes during calibration of the meter, so if the stated
condition is not met, the -3dB cut-off frequency of the
voltage sensing network will change during calibration of the
meter which is not desirable.
A calibration mechanism is required to compensate for
component tolerances. The SA4301A is the component that
will exhibit the widest tolerance and has a gain variation of
±10%. All resistors should be 1% metal film resistors so that
the resistor tolerance will not add significant overall
deviation. The total tuning range can therefore be designed
as ±15%. A binary weighted series combination of nine
resistors will then allow calibration to an accuracy of
30%/512 = 0.06% which is considered sufficient for a low-
cost class 1 energy meter. To achieve approximately 15%
tuning range in either direction around the nominal point the
highest resistance in the calibration network (RX3) should
be 15% of RX with each subsequent resistor having half the
value of the previous one. The values of the voltage divider
and calibration network are then designed using
RX0 + RX1 + RX2 = RX - 15%RX = 0.85RX ,
(13)
RX3 = 15%RX ,
(14)
RX4 = 0.5 x RX3, RX5 = 0.5 x RX4, etc.
(15)
This topology of current and voltage input networks has
some advantages for mass production. The first is that the
value of RX which is used to determine the calibration
network is independent of RX12. This is important because
the value of RX12 is related to that of the current input
resistors (RX16 to RX19) which will be specific to the
current transformer. The CT can therefore be changed
without having to adapt the calibration network, i.e. the
calibration network is universal. Secondly, the value of
RX12 can be changed to adapt the phase compensation
without affecting the calibration network. Any change in
RX12 is the simply reflected in RX13 and the input networks
are guaranteed to be correct.
RX5
NEUTRAL
RX6
SA4301A
IVP
AGND
CX1
C
C
RX7
RX8
RX9
RX11
RX1
RX2
RX3
RX4
RX13
LIVE IN
RX12
100R
C
JX2
JX3
JX4
JX5
JX6
JX7
JX8
JX10
R
trim
V
D
RX0
JX9
RX10
RX5
NEUTRAL
RX6
SA4301A
IVP
AGND
CX1
C
C
RX7
RX8
RX9
RX11
RX1
RX2
RX3
RX4
RX13
LIVE IN
RX12
100R
C
JX2
JX3
JX4
JX5
JX6
JX7
JX8
JX10
R
trim
V
D
RX0
JX9
RX10
Figure 3: Circuit diagram of one voltage sensing network



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