Form Factor | Ripple Factor

 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.

Form Factor formula

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.

form factor of sine wave


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.
ripple factor formula

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.
ripple factor of sine wave



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

Relation between Ripple Factor and Form Factor
Relation between Ripple Factor and Form Factor


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