Home
Class 12
PHYSICS
An amplitude modulated wave is as shown ...

An amplitude modulated wave is as shown in figure. Calculate (i) the percentage modulation, (ii) peak carrier voltage and , (iii) peak value of information voltage.

Text Solution

Verified by Experts

From the diagram,
Maximum voltage `V_("max")=(100)/(2)=50V`
Minimum voltage `V_("min")=(20)/(2)=10V`
(i) Percentage modulation, `mu=(V_("max")-V_("min"))/(V_("max")+V_("min"))xx100=(50-10)/(50+10)xx100`
`=(40)/(60) xx 100=66.67%`
(ii) Peak carrier voltage, `V_(c) = (V_("max")+V_("min"))/(2)=(50+10)/(2)=30V`
(iii) Peak value of information voltage,
`V_(m)=muV_(c)=(66.67)/(100)xx30=20V`
Promotional Banner

Topper's Solved these Questions

  • COMMUNICATION SYSTEM

    NCERT EXEMPLAR ENGLISH|Exercise SHORT ANSWER TYPE QUESTIONS|5 Videos
  • ATOMS

    NCERT EXEMPLAR ENGLISH|Exercise Long Answer Type|6 Videos
  • CURRENT ELECTRICITY

    NCERT EXEMPLAR ENGLISH|Exercise Very Short Answer Type Question.|20 Videos

Similar Questions

Explore conceptually related problems

An amplitude modulated wave is as given in figure. Calculate the percentage modulation,

An amplitude modulated wave is as shown in Fig. Which of the following is/are correct ?

The maximum amplitude of the modulated wave is 16 v and minimum amplitude is 4 V. The percentage modulation is

The amplitude of the modulating wave is 2//5 th of the amplitude of the carrier wave. The percentage modulation

In amplitude modulation, carrier wave frequencies are:

(a) What is amplitude modulation? Draw a diagram showing an amplitude modulated wave obtained by modulation of a carrier sinusoidal wave on a modulating signal. (b) Define the terms (i) modulation index, and (ii) side bands. Mention the significance of side bands.

For an amplitude modulated wave, the maximum amplitude is 10 V and the minimum amplitude is 2 V. Calculate the modulation index.

In amplitude modulation carrier wave is C=4 sin 2000t and message wave M=2 sin 200t , Find out modulation index.

A 400 W carrier wave is modulated to a depth of 75%. Calculate the total power in the modulated wave.