AS PER GUIDELINES ANSEWRING ONE QUESTION IS ENOUGH..
(b) IT SUIS JILI find m(t) 10. An angle-modulated signal is described by the equation below...
A baseband signal s(t) = 10 6 ( 3000 77t +30), is wideband FM modulated (tem(t)) with Carrier amplitude of 50 volt. The index of modulation is B = 4. (a) show the simplified equation of fift) (b) Determine wideband FM power using Bessel foc. table (C) Calculate Kf in the fu(t) equation
Suppose that € m(t) = 5cos3000πt is the message signal to be frequency-modulated. a) Calculate the bandwidth of the modulated signal, if the modulation is NBFM. b) For WBFM with bandwidth € BFM ≈ 2Δf , find the smallest value of € kf . (Let > mean “at least ten times” smaller and greater, respectively). c) For the value of € kf found in (b), what is the bandwidth of the modulated signal?
An angle-modulated signal with carrier frequency fc-10s is described by the following equation: PEM (t) = 10cos(wct + 5sin(3000t) + 10sin(2000nt)) Find the power of the modulated signal. 100 С 25 O225 O 50
A frequency modulated signal with central frequency 1MHz is described by the following equation: y0 = 10 cos(2ex107+0.1 sin 2000xt). a. Find the maximum frequency deviation. [3 marks] b. Find the maximum phase deviation. [3 marks] c. Calculate the frequency modulation index. [3 marks] d. Calculate the phase modulation index. [3 marks) e. Calculate the power of the modulated signal. [4 marks) f. How many significant side bands that have power larger than -40dB? [4 marks)
Consider an FM system where the modulated signal is s(t) = 10 cos (2πfct + 2πkf∫0t m(τ)dτ)where the carrier frequency is fc = 100 MHz. The modulation signal is m(t) = 10 cos(2πfmt), where fm = 3 kHz. (a) Assuming that kf = 10, what is the approximate bandwidth of s(t)? (b) Find the instantaneous frequency fi(t) of s(t). What are the maximum and minimum values of fi(t) ?
Consider an AM system with the message signal m(t) shown below. The modulated signal is given by Φ AM (t)-2(b + 0.5m(r)]cos oat a) Determine the message power, sideband power, and the carrier power f6 points b) If b=2, find the modulation index μ and power efficiency 18 points) m(t) 2
Consider frequency modulation with a sinusoidal message signal (tone modulation) m(t) = a cos(2πfmt). The modulated signal is: vFM(t) = Ac cos[2πfct + βf sin(2πfmt)]. with βf = kfa/fm being the modulation index. What is the bandwidth of the modulated signal.
Consider frequency modulation with a sinusoidal message signal (tone modulation) m(t) = a cos(2πfmt). The modulated signal is: vFM(t) = Ac cos[2πfct + βf sin(2πfmt)]. with βf = kfa/fm being the modulation index. What is the bandwidth of the modulated signal.
5-20pts) Let s(t) be an angle-modulated signal that a receiver obtains. s(t) 2cos(10'rt +2sin(2000mt)+3sin(1000mt)] a) Find the bandwidth of this FM signal. b) If s() is sent to an (ideal) envelope detector, find the detector output signal. c) If s(t) is first differentiated before the envelope detector, find the detector output signal. d) Explain which detector output can be processed to yield the message signal m() and find the message signal m() if ky- 200π. 5-20pts) Let s(t) be an...
1. FM modulation. Consider a message signal m(t)-(2nt and a carrier wave c(t)-cos(400rt) (a) (20 points) Derive the FM modulated signal s(t) for ky-2 (b) (25 points) Find the Fourier transform, S(), of s(t) (Sketch to scale). (c) (5 points) What is the bandwidth of the modulated signal s(t).