7. [20 points] Two signals mi(t) and m2(t) shown in the figure below have to be transmitted simul...
Two signals m1(t) and m2(t), both band-limited to 5000 Hz, are to be transmitted simultaneously over a channel by the multiplexing scheme shown in the following figure.The signal at point b is the multiplexed signal, which now modulates a carrier of frequency 20,000 Hz. The modulated signal at point c is transmitted over a channel. 4. [20 points] Two signals m(t) and m-(t), both band-limited to 5000 Hz, are to be transmitted simultaneously over a channel by the multiplexing scheme...
Problem 2 120 pointsl: For the multiplexing system shown in the figure M1(o) MiC) -5000 M2(0) m20) 2 cos 20,000 0 5000 0) 2 cos 10,000 Sketch signal spectra at points a, b, and c. a. b. What ust be the bandwidth of the channel in rad/sec? (i.e. what is the total bandwidth at point c. c. Design a coherent receiver to recover signals m() and m() from the modulated signal at point (In other words, sketch the block diagram...
5 (15pt) In Quadrature-Carrier Multiplexing, two baseband signals mi(t) and m2(t) can be modulated on one single carrier frequency by taking advantage of the in-phase component and the auadratiure component of the carrier signa! At receiver side, let's assume the received signal r(t) is r(t) Acmi (t) cos(2n fet) + Acm2 (t) sin(2r/et) Employing a coherent detector, the mi) and m2(t) can be extracted from the received signal. Assuming the signal generated from the local oscillator at the receiver is...
What is the bandwidth? (10 points) Twenty-four voice signals are to be multiplexed and transmitted over twisted pair. What is the bandwidth required (in bps) if synchronous time division multiplexing is used, if we use the standard analog to digital sampling rate, and if each sample is converted into an 8-bit value? (Suppose, each voice channel has a bandwidth of 4000 Hz).
Problem 3: Consider the following transmission system: m, (t) 2 cos 850 m, (t) z(t) 2 cos 2000 m, (t) 2cos 500t M, (0) М,(о) м,(о) 300 -150 150 -300 -200 200 1. Sketch the signal spectra of x (t ) and z (t ) 2. What must be the bandwidth of the channel? 3. Design a receiver to recover the signals mi(t), m2t), and m,(t) from the modulated signal z (t ). Problem 3: Consider the following transmission system:...
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...
Please do Part 4 and Show all work! 1. 145 points) <FM/FSK Modulation/Demodulations A periodic wave m(t) in Figure 1 below The resulting FM signal is demodulated as shown in the following figure by using frequency discriminator. Assume no attenuation of the signal due to propagation loss (in other words assume amplifiers properly restored the amplitude of the transmitted signal at the receiver) [10 points] Find the Fourier Series (trigonometric Fourier Series) of the message signal m (t) where To...
Question 4 (35 points). Two message signals, ?1 (?) = 200??(100??) cos(103πt) volts and ?2 (?) = 900??2 (450??) cos(103πt) volts, are required to be combined and then transmitted over a channel around 2 MHz using amplitude double-side modulation. We assume that the channel is ideal with no delay and no attenuation. Design a system consisting of mixers, filters, etc. to transmit and restore perfectly these two signals (i.e. ?1 (?) and ?2 (?)) at the receiving side after the...
2. Consider a periodic signal shown below (20 points) i(t) -7 -6 -5 -4 -3 -2 -1 0 1 2 3 4 5 6 7 (a) Find the fundamental period of this signal. (b) Consider following two signals, xi(t) and x2(t), obtained from the above signal, find their corresponding Fourier transforms: xi(t) -1 0 1 *2 (1) Its of, 0 1 2 3 4 5