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Homework Answers
Q1.) Sol. Following are the reasons behind need of modulation for radio transmission - :
a) Modulation basically increases the frequency of signal thereby reducing the antenna height. This is one of the most important property of modulation and radio signals can be transmitted through low height antennas easily. For transmission the need to install very large antennas reduces.
b) Radio signals must be modulated because it enables them to carry form of information i. e from analog to digital, from amplitude to frequency and phase both, etc.
c) Radio transmission system should be modulated because it avoids the intermixing of other unwanted signals with the radio signals.
d) Increase in frequency increases the range of signal to be transmitted. Therefore, bandwidth of transmission also increases.
e) Effect of noise is also reduced in modulated radio signals.
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(1) What are the reasons...
hello can you help me with this question for analog communication lesson?
m (t) = rect (50t), c (t) = cos (2πfct) fc = 100 khz the m (t) message sign c (t) given above is subjected to double sideband modulation (dsb) with carrier signal. a) obtain the modulated signal and draw the amplitude spectrum in the frequency domain. (write down all the necessary values (center frequency, points where axes are cut, etc.) in the axes of the graph) b) calculate the energy of the modulated signal. (specify units)
2. (14 points) This problem shows an example of using the Fourier transform to analyze communicat...
2. (14 points) This problem shows an example of using the Fourier transform to analyze communication systems. The system in Figure 4, where (t)-f(t)+sin(wt) and has been proposed for amplitude modulation. f(t) + sin(o) Figure 4: System proposed for amplitude modulation. (a) (7 points) The spectrum of the input f(t) is shown in Figure 1, where 2mB o/100. Sketch and label the spectrum Y(w) of the signal y(t). Hint: You will need to use the frequency convolution property of the...
Problem No. 1: Let us consider that a baseband message signal m(t)=4cos(2000xt) has to be transmitted...
Problem No. 1: Let us consider that a baseband message signal m(t)=4cos(2000xt) has to be transmitted from a location 'A' to its destination 'B' using a carrier signal given by c(t)=2cos(10000#t). The signal s() m(t)c(i) is the modulated signal which will be transmitted. Consider that the signal is transmitted through a noiseless channel and received at the receiver at location 'B' as the signal s(t). Based on this information, perform the following tasks. 1. Find, sketch and label the spectrum...
I need someone to code this up in C , and show the screen shot shot...
I need someone to code this up in C , and show the screen shot
shot of the output for some input
Design an amplitude modulation scheme that will generate the amplitude modulated signal yAM(t) ct)m(t)c(t) where c(t) sin 2rFd is the carrier with carrier frequency F, and m(t)-A,n sin 2πFmt is the modulating signal with amplitude Am and modulating frequency Fm. For initial values you may assume that Fc-6 kHz, Fm-400 Hz and Am-1.
Question 1 In the shown block diagram, the missing block is an integrator m(1) SIA True...
Question 1 In the shown block diagram, the missing block is an integrator m(1) SIA True False AA Moving to another question will save this respo Question 2 The narrowband FM signal is expressed as: A(t) cos {2 11 ft+tan- '[kfa(t)}} True False Question 3 Given the message signal m(t) with peak value 2 and carrier signal 5 cos (108 11 t). If ky = x10, the value of (min equals 50.1 MHz O True False Question 4 The following...
Please write clearly Expert Q&A Done 6. (A) What is an amplitude modulation (AM)? [) A...
Please write clearly
Expert Q&A Done 6. (A) What is an amplitude modulation (AM)? [) A baseband message signal mt) is shown below. b shows the frequency spectrum of mýtj. A carrier signal cost was used in DSB-SC AM moduition of m/t). Describe how the modulated signal can be created (is) Draw the frequency spectrum of modulated signal. (iv) Describe how the message signal demodulated and recovered at the receiving side. (4 5 20 points)
When the message signal m (t) =cos (2π fmt) and the carrier signal is c(t)=cos (2π fct) , fm<&...
When the message signal m (t) =cos (2π fmt) and the
carrier signal is c(t)=cos (2π fct) ,
fm<< fc,
The modulated DSB-SC signal
SDSB-SC=m(t)cos(2πfct) is generated, and only
the upper sideband
To generate and transmit the SSB signal. As shown in the figure
below, the receiver is a local oscillator
cosine signal to the received signal and passes it through a
low-pass filter. Answer the following questions.
(a) Draw the waveform of DSB-SC modulated signal
SDSB-SC(t）
(b)Find the result...
3(a) A complex signal given by the expression cos (9t x 103t) Vm(t) %3D 0.5cos(Зл х 103t) + сos(8т х 103t) + is used to...
3(a) A complex signal given by the expression cos (9t x 103t) Vm(t) %3D 0.5cos(Зл х 103t) + сos(8т х 103t) + is used to amplitude modulate a carrier signal, Vc(t) = 3cos(2n shown in Figure 3(a) 105t) as X Vm(t) 0.5cos(3t x 103t) cos(8T x 103t) AM Modulator AM Signal cos(9t x 10t) Vc(t) 3cos(2n x 105t) Figure 3(a) The AM signal in Question 3(a) is developed across 2.2 kn load resistance The modulated carrier in Question 3(a) is...
Program in any language. I need help I have no idea how to do this! (1)...
Program in any language. I need help I have no idea how to do
this!
(1) Write a program to combine 2 (two) waves with different frequencies (fm and fc) using AM (Amplitude Modulation) technique: y(t) = [1 + m cos(2 π fn t) ] A sin(2 π ) where fm is the modulated frequency, fc is the carrier frequency, A- Amplitude, m- index of modulation, t time and 3.14159265359 (A) Plot y(t) in time domain t = 0 to...
I am stuck with the problem of finding the average input power(dun know how to find...
I am stuck with the problem of finding the average input
power(dun know how to find bar x(t)^2), with the formula below.
Please help me and finish the question, and also in part b, the FM
problem(how to find Pr). Thx.
We were unable to transcribe this imageSNR3p SNR,-β2 for FM for FM Question 2 A communication channel has 20-dB attenuation and additive white Gaussian noise with power spectral density of 3x103 WHz. The bandwidth of the message signal is...
2. (14 points) This problem shows an example of using the Fourier transform to analyze communication systems. The system in Figure 4, where (t)-f(t)+sin(wt) and has been proposed for amplitude modulation. f(t) + sin(o) Figure 4: System proposed for amplitude modulation. (a) (7 points) The spectrum of the input f(t) is shown in Figure 1, where 2mB o/100. Sketch and label the spectrum Y(w) of the signal y(t). Hint: You will need to use the frequency convolution property of the...
Problem No. 1: Let us consider that a baseband message signal m(t)=4cos(2000xt) has to be transmitted from a location 'A' to its destination 'B' using a carrier signal given by c(t)=2cos(10000#t). The signal s() m(t)c(i) is the modulated signal which will be transmitted. Consider that the signal is transmitted through a noiseless channel and received at the receiver at location 'B' as the signal s(t). Based on this information, perform the following tasks. 1. Find, sketch and label the spectrum...
I need someone to code this up in C , and show the screen shot
shot of the output for some input
Design an amplitude modulation scheme that will generate the amplitude modulated signal yAM(t) ct)m(t)c(t) where c(t) sin 2rFd is the carrier with carrier frequency F, and m(t)-A,n sin 2πFmt is the modulating signal with amplitude Am and modulating frequency Fm. For initial values you may assume that Fc-6 kHz, Fm-400 Hz and Am-1.
Question 1 In the shown block diagram, the missing block is an integrator m(1) SIA True False AA Moving to another question will save this respo Question 2 The narrowband FM signal is expressed as: A(t) cos {2 11 ft+tan- '[kfa(t)}} True False Question 3 Given the message signal m(t) with peak value 2 and carrier signal 5 cos (108 11 t). If ky = x10, the value of (min equals 50.1 MHz O True False Question 4 The following...
Please write clearly
Expert Q&A Done 6. (A) What is an amplitude modulation (AM)? [) A baseband message signal mt) is shown below. b shows the frequency spectrum of mýtj. A carrier signal cost was used in DSB-SC AM moduition of m/t). Describe how the modulated signal can be created (is) Draw the frequency spectrum of modulated signal. (iv) Describe how the message signal demodulated and recovered at the receiving side. (4 5 20 points)
When the message signal m (t) =cos (2π fmt) and the
carrier signal is c(t)=cos (2π fct) ,
fm<< fc,
The modulated DSB-SC signal
SDSB-SC=m(t)cos(2πfct) is generated, and only
the upper sideband
To generate and transmit the SSB signal. As shown in the figure
below, the receiver is a local oscillator
cosine signal to the received signal and passes it through a
low-pass filter. Answer the following questions.
(a) Draw the waveform of DSB-SC modulated signal
SDSB-SC(t）
(b)Find the result...
3(a) A complex signal given by the expression cos (9t x 103t) Vm(t) %3D 0.5cos(Зл х 103t) + сos(8т х 103t) + is used to amplitude modulate a carrier signal, Vc(t) = 3cos(2n shown in Figure 3(a) 105t) as X Vm(t) 0.5cos(3t x 103t) cos(8T x 103t) AM Modulator AM Signal cos(9t x 10t) Vc(t) 3cos(2n x 105t) Figure 3(a) The AM signal in Question 3(a) is developed across 2.2 kn load resistance The modulated carrier in Question 3(a) is...
Program in any language. I need help I have no idea how to do
this!
(1) Write a program to combine 2 (two) waves with different frequencies (fm and fc) using AM (Amplitude Modulation) technique: y(t) = [1 + m cos(2 π fn t) ] A sin(2 π ) where fm is the modulated frequency, fc is the carrier frequency, A- Amplitude, m- index of modulation, t time and 3.14159265359 (A) Plot y(t) in time domain t = 0 to...
I am stuck with the problem of finding the average input
power(dun know how to find bar x(t)^2), with the formula below.
Please help me and finish the question, and also in part b, the FM
problem(how to find Pr). Thx.
We were unable to transcribe this imageSNR3p SNR,-β2 for FM for FM Question 2 A communication channel has 20-dB attenuation and additive white Gaussian noise with power spectral density of 3x103 WHz. The bandwidth of the message signal is...
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