S. Let xn3sin(0.4nT),n =0,1,2... ,24 a) What is the DFT ofx[n]? b) Plot the magnitude and phase spectra ofx[n] S....
2: Consider the signal rn - rectv(n). Find DFT for N 12. Plot the DFT (magnitude spectrum and phase spectrum) using Matlab. Now, append the signal with zero padding. Recalculate your DFT and plot the DFT. Use your code to calculate IDFT in both cases.
Need help with coding in MATLAB for communication 1. Use DFT to find the magnitude and phase spectra of the periodic triangular pulses where has a peak value of 3 at. It is symmetric about with the end points at . The period of is 5. a) Plot for b) Plot the magnitude and phase spectra of.
Determine and plot the magnitude and phase spectra of the following signal: please do this by hand, no matlab. Determine and plot the magnitude and phase spectra of the following signals:
a) b) DTF magnitude for N-8 use the properties of DFT to fill the missing DFT valves. fs-16KHz, provide proper analog (f) and digital (omega) frequency values corresponding to each k in the horizontal axis of the DFT plot For the given DFT magnitude plot use the properties of DFT/DFS and find IX(8)l, IX(12)I, IX(-11)l c) 7 5 3 2 0 55453525150 Kad 2 a) b) DTF magnitude for N-8 use the properties of DFT to fill the missing DFT...
In this question, the code is need to make dft at the first and then there are many requirmentsIdentification of pole positions in a system consider the system described by the difference equationy(n) = -r2y(n – 2) + x(n)(a) Let r = 0.9 and x(n) = ?(n). Generate the output sequence y(n) for 0 ? n ? 127.Compute the N = 128 point DFT {Y(k)} and {|Y(k)|}.(b) Compute the N = 128 point DFT of the sequence?(n) = (0.92)-ny(n)Where y(n)...
Can you help me to solve this problem P5.30 Let X (k) be the 8-point DFT of a 3-point sequence x(n)- 15, -4,3). Let Y(k) be the 8-point DFT of a sequence y(n). Determine y(n) when Y (k) -Ws*X(-k)s. P5.30 Let X (k) be the 8-point DFT of a 3-point sequence x(n)- 15, -4,3). Let Y(k) be the 8-point DFT of a sequence y(n). Determine y(n) when Y (k) -Ws*X(-k)s.
Sketch the straight-line approximation Bode plot diagrams (magnitude and phase) 110s for H[s] You might want to examine Examples E.1 and E.2 in (s+10)(s+100)´ the textbook. Based on your straight-line Bode plot sketch, answer the following questions. The questions are: a. Identify the transfer function written in time constant form. b. The phase of H[s] at low frequencies is? c. The magnitude plot has what slope at low frequencies? d. The magnitude plot has what slope at high frequencies? e....
Please plot on semi-log scale for both magnitude and phase separately B. Sketch the Bode plots for the magnitude and the phase for the transfer function: 10(S + 1) H(S) = S(S + 10)(8 + 100)
3. Let xn] -1, 0,1,2, 3,4,4,4,4,4) (a) Determine the sequences x[--n], x{n 3], and xn 21 by hand (b) Determine the sequences in (a) using the fold and shift functions. (c) Plot the sequences x[n],x[-n], x{n 3], and x[n +2] using the function stem.
Steps would be much appreciated A.) Sketch each terms magnitude and phase. B.) Plot the bode plot for the function. 14.13 Construct the Bode plots for Gs) 0.1s + D s(s +10) ja