Q13. Based on the Figure
1
below, by using the single tone modulating signal
cos\omega _(m)t
: (i) Verify that the output of SSB generator is indeed a SSB signal (ii) Show that the upper sideband is a result from subtraction/addition of summation junction. Figure 1 Q14. Assume that the AM voltage signal
s(t)
with a carrier frequency of
1,150kHz
has a complex envelope
g(t)=A_(c)[1+m(t)].A_(c)=500V
, and the modulation is a 1 kHz sinusoidal test tone described bt
m(t)=0.8sin(2\pi l,000t)
, appear across a
50\Omega
resistive load. Compute; (i) The actual average power dissipated in the load. (ii) The actual peak envelope power (PEP). (iii) What is maximum (
+-
) and minimum (
+-
) voltage of the given complex envelope? (iv) Calculate the modulation index of the envelope. (v) Sketch the envelope.