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IM CW140-E
12-16
12.6 Computational Expressions
Equations
All-RMS
All-power factor
•
With reactive power meter method
•
Without reactive power meter method
Σ
Vn ,
13
n=1
All-power
Σ
Pn
13
n=1
Σ
An
13
n=1
(
Σ
Pn )
2
+
13
n=1
(
Σ
Qn )
2
13
n=1
Σ
Pn
13
n=1
Σ
Pn
13
n=1
Σ
Pn ( Vn
×
An )
13
n=1
Data representing 512 obtained samples are put through FFT calculations
to analyze the nth order harmonic components as follows.
nth order harmonic voltage RMS Vn : (Vnr, Vni)
nth order harmonic current RMS An : (Anr, Ani)
n
: Number of orders
Vnr,Anr : Real-number components following FFT calculation
Vni,Ani
: Imaginary-number components following FFT calculation
P1n–P3n : Active power ( element of nth order )
Q1n–Q3n : Reactive power ( element of nth order )
RMS phase angle: Phase angle of nth order harmonic components relative
to fundamental wave component of input signal
Power phase angle: nth order current phase relative to nth order voltage
Summary of Contents for CW140
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