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Why cosine wave for phase deviation in phase modulation? 
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#1
Dec3013, 03:42 AM

P: 19

Phase modulation is a system in which the amplitude of the modulated carrier is kept constant, while its phase and rate of phase change are varied by the modulating signal.
By the definition of phase modulation, the amount by which the carrier phase is varied from its unmodulated value, called the phase deviation, is made proportional to the instantaneous amplitude of the modulating voltage. The rate at which this phase variation changes is equal oy the modulating frequency. But in the book, i see that modulating signal is a sine wave, but the curve for phase deviation is cosine wave. Why? 


#2
Dec3013, 12:20 PM

Mentor
P: 40,658




#3
Dec3113, 01:58 AM

P: 1,072

I don't see how a 90 degree phase shift would be introduced. If the modulating voltage is zero, and it is really phase modulation, then the phase deviation would be zero unless there is some shift introduced that you are not mentioning. Maybe it is frequency modulation?



#4
Jan214, 02:49 AM

Sci Advisor
Thanks
P: 1,741

Why cosine wave for phase deviation in phase modulation?
When modulation is analysed as a vector rotation, the real component is the cosine while the imaginary component is the sine of the modulation angle. This may be why it is more natural to employ the cosine than the sine in the analysis of the modulation.



#5
Jan214, 11:17 AM

P: 585

If book is showing phase modulation using VCO, the tuning voltage (which is in phase with freq) will be 90 degree shifted from phase (integral of frequency).
This is speculation though since OP has not posted the figures. 


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