# Digital Signal Processing 5th ND11 EC2302

ANNA UNIVERSITY OF TECHNOLOGY, COIMBATORE
B.E / B.TECH DEGREE EXAMINATIONS : NOV / DEC 2011
REGULATIONS : 2007 and 2008
FIFTH SEMESTER
EC2302 - 070290037 – 080290029 - DIGITAL SIGNAL PROCESSING
( COMMON TO ECE / MEDICAL ELECTRONICS)

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PART – A (10 X 2 = 20 MARKS) ANSWER ALL QUESTIONS

1. State any two properties of DFT.
2. Find the values of WNk , when N=8, for k=2,3.
3. When an FIR filter is said to be a linear phase FIR filter?
4. Write the expression for Kaiser Window.
5. Why impulse invariant transformation is not a one-to-one mapping?
6. Define prewarping.
7. Discuss the truncation error in quantization process.
8. Why Scaling is important in Finite word length effect.
9. What are the different buses of TMS 320C50 processor and list their functions?
10. What are the shift instructions in TMS 320 C50 processor?

PART – B (5 X 16 = 80 MARKS) ANSWER ALL QUESTIONS

11. (a) Compute the 8 point DFT of the sequence x(n) = {1,2,3,4,1,2,3,4} using the in place radix 2 DFT FFT algorithm.
(OR)
(b) Find the output y(n) of a filter whose impulse response is h(n)={1,1,1} and input Signal x(n) = {3.-1.0.1.3.2.0.1.2.1} using overlap save method.

12 .(a) The desire response of a low pass filtering
Hd (ejw ) = e-j3w -3p/4 = ?= 3p/4 =0 3p/4 =|?|= p
Design the filter for M=7 using Hanning window.
(OR)
(b) Explain in detail about frequency sampling method of designing filter.

13.(a) Briefly explain detail about bilinear transformation of digital filter design.
(OR)
(b) Obtain the Direct form-I, cascade and parallel form realization for the following system.
Y(n) = -0.2y(n-1) + 0.5 y(n-2) + 6 x(n) + 4.5 x(n-1) + 0.8 x(n-2).

14. (a) Derive the quantization input noise power and determine the signal to noise ratio of the system.
(OR)
(b) Write short notes on
(i) Limit cycle oscillations with an example