[M19CS1102]
I M. Tech I Semester (R19) Regular Examinations
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ADVANCED DIGITAL SIGNAL PROCESSING
DEPARTMENT OF ELECTRONICS & COMMUNICATIONS ENGINEERING
MODEL QUESTION PAPER
TIME: 3Hrs. Max. Marks: 75 M
Answer ONE Question from EACH UNIT.
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All questions carry equal marks.
UNIT-I
- a). Using Decimation in Time algorithm find the FFT of x[n]={1,2,3,1,-1,3,-4}.
b). Perform the two-band poly-phase decomposition of the transfer function
H(z) = (2+z-1) / (1+3z-1+5z-2)
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OR
- a). Describe the frequency domain description of an Interpolator.
b). Calculate the DFT of x[n]={1,0,1,2,1,3,1,4}.
UNIT-II
- a). Describe the oversampling A/D and D/A converters.
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b). Explain the implementation of sampling rate converters using Polyphase filters.
OR
- a). Explain how sampling rate conversion of band pass signals can be achieved.
b). Draw and explain the block diagram of two channel QMF bank.
UNIT-III
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- a). Explain the Blackmann and Tukey method of smoothing the periodogram.
b). Derive the expressions for quality-factor for various non-parametric methods.
OR
- a). Discuss in brief about Bartlett method of power spectrum estimation.
b). Explain the Welch’s method for the power spectrum estimation.
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UNIT-IV
- a). Explain the operation of Backward Linear predictor with a neat derivation.
b). What are the advantages of lattice structures?
OR
- a). Explain lattice structures for IIR filters.
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b). Explain the quantization and round off errors in a digital filter.
UNIT-V
- a). Explain Burg method of power spectrum estimation.
b). Explain the autocorrelation function with its properties.
OR
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- a). Explain the MA & ARMA models for power spectrum estimation.
b). Describe the Yule-Walker method of power spectrum estimation.
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