Form
Factor Definition
Form factor (FF) of a waveform is defined as the ratio
of, rms value of waveform, to the, average value of the waveform.
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Qualitatively, FF value gives idea about the
smoothness of the waveform i.e as FF decreases and approaches 1 , smoothness
of waveform improves towards pure dc.
Since, rms
value ≥ average value of a waveform , therefore, FF ≥ 1
Form Factor of Sine wave
Let v=Vm
sinwt be the sine wave.
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Form
Factor of Pure DC
Let, i=Io ,be pure (constant) dc. Therefore, its rms
value = its average value = Io
Hence, FF = 1
Ripple Factor Definition
Ripple factor (RF) of a waveform is defined as the
ratio of, rms value of ac component of waveform, to the, average value of the
waveform.
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Qualitatively, RF value gives idea about the amount of
harmonics present in the dc waveform.
Therefore, RF is a very important merit in deciding
the effectiveness of a rectifier. The smaller the RF, the lesser is the ac
component present , hence, more effective is the rectifier.
As the ac component in a waveform decreases, the rms
value of ac component decreases and hence, RF decreases. Thus, as RF decreases
towards zero, the dc waveform harmonics reduces towards zero.
RF=0 for pure dc.
Ripple Factor of Sine wave
Let v=Vm
sinwt be the sine wave.
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Ripple
Factor of Pure DC
Pure dc has no ac component, therefore, ac component rms value=0
So, RF=0
Relation between Ripple Factor and Form Factor
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