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MAXQ3180-RAN+ датащи(PDF) 72 Page - Maxim Integrated Products

номер детали MAXQ3180-RAN+
подробное описание детали  Low-Power, Multifunction, Polyphase AFE
PDF  101 Pages
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производитель  MAXIM [Maxim Integrated Products]
домашняя страница  https://www.maximintegrated.com/en.html
Logo MAXIM - Maxim Integrated Products

MAXQ3180-RAN+ датащи(HTML) 72 Page - Maxim Integrated Products

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Low-Power, Multifunction, Polyphase AFE
72
______________________________________________________________________________________
Calibrating Linearity
The current channel includes a variable-gain amplifier
that introduces a gain of 32 when the current falls
below the low current threshold (about 1/32 of full-scale
current IFS). Because the gain of the amplifier cannot
be controlled with arbitrary precision, and because
high gain implies increased noise, it may be necessary
to calibrate the MAXQ3180 to maintain linearity at the
lowest inputs.
There are two settings that manage low-current lineari-
ty: an offset setting, OFFS_LO; and a gain setting,
GAIN_LO. Setting the offset is simple. Ensure no cur-
rent is flowing in the current circuit. Read X.IRMS. To
calculate offset use following formula:
If LINFRM = 0:
If LINFRM = 1:
offs = -X.IRMS
Program the offs into the OFFS_LO register.
So, if the user reads 0x0113 from the X.IRMS register and
LINFRM = 1, program 0xFEED into the OFFS_LO register.
Setting the GAIN_LO register means applying a current
below the low-current threshold, reading the value from
the MAXQ3180, and adjusting the gain accordingly. Note
that, unlike offset, the low-end gain is
added to the overall
gain provided in the I_GAIN register.
Apply a known current with peak value less than the
low-current threshold. Ensure that there is no previous
value in the low-current gain register, A.GAIN_LO, by
setting this register to 0x4000. Read the A.IRMS regis-
ter (0x1CC). Note the value. Convert the known value to
meter units by multiplying the known value (in amperes)
by 224 and dividing by IFS. Divide the results of this cal-
culation by the value read from the MAXQ3180. The
result should be a value between 0 and 2. Convert the
integer by multiplying 214, and ensure MSB is zero. The
result is the gain value to be programmed into
A.GAIN_LO.
Calibrating Power/Energy Gain
Once voltage and current have been calibrated, the
energy and power calculation automatically reflects the
calibrated voltage and current. However the energy
gain factor (X.E_GAIN, X = A/B/C) can be further tuned
to achieve even more accurate power and energy
result if necessary. For example, if the voltage and cur-
rent calibration sources are not as accurate as the
power/energy calibration source, then the additional
gain calibration may be necessary. The following pro-
cedure for power/energy gain calibration is outlined for
phase A.
• Apply a precision unity power factor power (applied
value) that is close to the desired normal operating
point.
• Read the PWRP.A register. Note the value.
• Convert the applied value to meter units by dividing it
by MU_PWR.
• Divide the applied value (in meter unit) by the value
read from the MAXQ3180. The result should be a
value between 0 and 2. If the value falls outside of
this range, IFS and/or VFS have probably been mis-
calculated.
• Multiply the calculated value by 214, and ensure the
MSB is zero. The result is the gain value to be pro-
grammed into A.E_GAIN.
• When the gain value is programmed, wait for 1 to 2
seconds, then reread the power value from PWRP.A.
Check that the measured value is correct by compar-
ing PWRP.A against the applied power in meter unit.
Multipoint Phase Offset Calibration
To perform the calibration at three current levels, note
the raw current value (X.IRMS) at each point. Label the
current values, from highest to lowest, I0, I1, and I2.
Program X.PA0, X.PA1, and X.PA2 with the phase offset
values calculated at I0, I1, and I2, respectively, as
described in the
Calibrating Phase Offset section.
Finally, program I1THR with the average of I0 and I1,
and program I2THR with the geometric average of I1
and I2. Now as the current changes the phase offset is
adjusted accordingly. See Figure 16.
offs
XIRMS
=−
(.
)2
16
2
0
1
2
I2THR
I1THR
PA2
I2
I1
I0
PA1
PA0
INPUT CURRENT
Figure 16. Phase Offset vs. Input Current Calibration



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