Digital Signal and Image Processing (DSIP) |
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VR-4737 |
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N.B: | (1) | Question no 1 is compulsory. | |
(2) | Attempt any four questions from the remaining five. | ||
(3) | Make the necessary assumption wherever required. | ||
1. | (a) | Derive the relationship between Z- transform, DTFT and DFT. | 05 |
(b) | Determine whether following signals are periodic (i) cos (0.3Πn + Π/6) (ii) x(n) = sin (0.01 Πn) |
05 | |
(c) | Find the step response of a system having difference
equations y(n) = x(n) - 0.4 y(n-1) + 0.05 y(n-2) |
05 | |
(d) | Find the given system is linear phase or not prove your
Answer : h(n) = { 1, - 2, 0, 2 - 1} |
05 | |
2. | (a) | Using DIF-FFT find DFT of the following
sequence x(n) = { 1, 3, -2, 4, 1, 4, - 2, 3} |
10 |
(b) | Determine the frequency response, magnitude response,
phase response of the system given by y(n) - 1/2y (n - 1) = x(n) - x(n - 1). |
10 | |
3. | (a) |
A low pass filter has desired response is given below : Hd(eδw) = e-j3w 0 < w < Π/2 0 Π < W < Π Determine the filter coefficient h(n) for M = T using frequency sampling technique. |
10 |
(b) | Prove the following properties of DFT with example : (i) Periodicity property (ii) Convolution property. |
10 | |
4. | (a) |
x(n) = δ(n) + δ(n - 1) - δ(n - 2) + δ(n - 3) + δ(n
- 4) + δ(n - 5) h(n) = δ(n) + 2δ(n - 1) - δ(n - 2) Find y(n) by linear convolution Find y(n) by circular convolution. |
10 |
(b) | What are the conditions to be satisfied by LTZ system? | 10 | |
5. | (a) | Design a digital butterworth filter
satisfying. The following constraints using bilinear transformation.
Assume T = 1 sec. 0.9 < | H (ejw) | < 1 0 < w < Π/2 | H (ejw) | < 0.2 3 Π/4 < Π | 10 |
(b) |
For the direct form - II realization of IIR filter find : (a) Transfer function of filter (b) Corresponding difference equation (c) Impulse response fraction of filter (d) Pole zero pattern of filter (e) State whether filter is stable or not. |
10 | |
6. | write short notes on any two :- | 20 | |
(a) | Fetal ECG monitoring | ||
(b) | DSP processors | ||
(c) | Chirp-2 Algorithm |
Tuesday, July 1, 2014
Digital Signal and Image Processing (DSIP) Semester 7 (3 Hours) May 2009
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