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MCP39F511N Datasheet(PDF) 22 Page - Microchip Technology

Part # MCP39F511N
Description  Dual-Channel, Single-Phase Power-Monitoring IC with Calculation
PDF  61 Pages
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Manufacturer  MICROCHIP [Microchip Technology]
Direct Link  http://www.microchip.com
Logo MICROCHIP - Microchip Technology

MCP39F511N Datasheet(HTML) 22 Page - Microchip Technology

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 2015-2018 Microchip Technology Inc.
DS20005473B-page 22
MCP39F511N
5.4
RMS Current, RMS Voltage and
Apparent Power (S)
The MCP39F511N device provides true RMS
measurements. The MCP39F511N device has two
simultaneous sampling 24-bit A/D converters for the
current measurements. The root mean square
calculations are performed on 2N current and voltage
samples, where N is defined by the register
Accumulation Interval Parameter.
EQUATION 5-1:
RMS CURRENT AND
VOLTAGE
FIGURE 5-2:
RMS Current (Channel 1 or 2), Apparent Power (Channel 1 and 2) and Voltage
Calculation Signal Flow.
5.4.1
APPARENT POWER (S)
This 32-bit register is the output register for the final
apparent power indication. It is the product of RMS
current and RMS voltage as shown in Equation 5-2.
EQUATION 5-2:
APPARENT POWER (S)
5.4.2
APPARENT POWER DIVISOR
DIGITS
The
registers
AppPowerDivisorDigits1
and
AppPowerDivisorDigits2 are configurable by the user
depending on the precision of the RMS indications and
the
desired
precision
for ApparentPower1
or
ApparentPower2.
Because AppPowerDivisorDigits registers can be
higher than 4, it may result in a 32-bit divisor. To
improve the speed of this part of the calculation engine,
a method that uses only multiplications and right-bit
shifts was implemented. Therefore the following
equation applies:
EQUATION 5-3:
APPARENT POWER (S)
I
RMS
i
n

2
n0
=
2
N
1
–
2
N
-----------------------------
=
V
RMS
v
n

2
n0
=
2
N
1
–
2
N
------------------------------
=
OffsetCurrentRMS1,2:s32
X
CurrentRMS1,2:u32
+
+
Range:b32
X
÷2RANGE
VoltageRMS:u16
Range:b32
X
ApparentPower1,2:u32
iN
v
ACCU
0
2N-1
÷ 2N
ACCU
0
2N
-1
÷ 2N
GainCurrentRMS1,2:u16
X
X
GainVoltageRMS:u16
÷2RANGE
SI
RMS
V
RMS
=
ApparentPower
I
RMS
V
RMS
AppPowerDivisorDigits
10
---------------------------------------------------------------------
=



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