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MCP39F511N Datasheet(PDF) 25 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) 25 Page - Microchip Technology

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 2015-2018 Microchip Technology Inc.
DS20005473B-page 25
MCP39F511N
5.8
Power Factor (PF)
Power factor is calculated by the ratio of P to S, or
Active power divided by Apparent power.
EQUATION 5-6:
POWER FACTOR
The Power Factor Reading is stored in two signed
16-bit registers (Power Factor), one for each channel.
This register is a signed, two's complement register
with the MSB representing the polarity of the power
factor. Positive power factor means import power,
negative power factor means export power. The sign of
the Reactive power component can be used to
determine if the load is inductive (positive) or capacitive
(negative).
Each LSB is then equivalent to a weight of 2-15. A
maximum register value of 0x7FFF corresponds to a
power factor of 1. The minimum register value of
0x8000 corresponds to a power factor of -1.
5.9
Reactive Power (Q)
In the MCP39F511N, Reactive Power is calculated
using a 90 degree phase shift in the voltage channel.
The same accumulation principles apply as with Active
power where ACCU acts as the accumulator. Any light
load or residual power can be removed by using the
Offset Reactive Power register. Gain is corrected by
the Gain Reactive Power register. The final output is an
unsigned 32-bit value located in the Reactive Power
register.
Please note that although this register is unsigned, the
direction of the power can be determined by the
Reactive Power Sign bit in the System Status Register.
FIGURE 5-5:
Channel 1 or Channel 2 Reactive Power Calculation Signal Flow.
PF
P
S
---
=
OffsetReactivePower1,2:s32
X
ACCU1
0
ReactivePower1,2:u32
+
-
HPF (+90deg.)
X
GainReactivePower1,2:u16
Range1,2:b32
2N-1
÷ 2N
÷2RANGE
iN
v



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