MCP3909RD-3PH1 Microchip Technology, MCP3909RD-3PH1 Datasheet - Page 81

REF DESIGN MCP3909 3PH ENGY MTR

MCP3909RD-3PH1

Manufacturer Part Number
MCP3909RD-3PH1
Description
REF DESIGN MCP3909 3PH ENGY MTR
Manufacturer
Microchip Technology
Datasheets

Specifications of MCP3909RD-3PH1

Main Purpose
Power Management, Energy/Power Meter
Embedded
No
Utilized Ic / Part
MCP3909, PIC18F2520, PIC18F4550
Primary Attributes
3-Ph, 220 VAC, In Case, LCD, USB, GUI
Secondary Attributes
Opto-Isolated Interface for Safety
Operating Voltage
220 V
Operating Current
5 A
Description/function
Energy Meter
For Use With/related Products
MCP3909
Lead Free Status / RoHS Status
Not applicable / Not applicable
© 2009 Microchip Technology Inc.
Where:
EQUATION C-10:
Equation C-10 is called the quasi-synchronous window function. After determining the
sampling points, the number of iterations and numerical quadrature method, the
coefficients of quasi-synchronous window function will become definite, and a
quasi-synchronous window function arrays may be established in advance.
Using the quasi-synchronous window function to carry out the weighted process of the
original data is equivalent to carrying out data synchronization one time, and the
algorithm realization is also very simple that only a multiplication of the original data and
quasi-synchronous window function arrays is required. After processing, the new
periodic signal will have the same period and frequency components as the original
signal, and the synchronization error of the new signal becomes smaller.
Figure C-3 is a schematic of the quasi-synchronous window function characteristics in
the time domain and data processing. In Figure C-3, the red curve is the characteristic
of the window function, and the blue curve is input signal, and the green curve is the
output signal.
FIGURE C-3:
Processing.
Window function
Raw data
Data processed
Quasi-Synchronous Window Function Characteristics Curve and Data
Sampling point (1-193) Time 3.2 ksps
R
i
=
----- -
N
1
n
Power Calculation Theory
η
i
i = 0 ~ n x N
DS51723A-page 81

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