Sunday, 4 November 2012

QUESTIONAIRE FOR PRACTICE


QUESTIONAIRE FOR PRACTICE


Q.1DERIVE IMPULSE-INVARIANT METHOD OF IIR TRANSFORMATION?
Q.2. DERIVE BILLINEAR METHOD OF IIR TRANSFORMATION
Q.3 NUMERICALS ON IMPULSE INVARIANT AND BILLINEAR FROM SALIVAHANAH (SOLVED NUMERICALS)
Q.4 DERIVE AND EXPLAIN BUTTERWORTH FILTER DESIGN (ONE NUMERICAL ON SAME FROM SALIVAHANAN) ?
Q.5. DISCUSS MPEG AND JPEG (STUDY ALL) (JPEG2000 SPECIALLY) [REFER: GIBSON-MULTIMEDIA COMMUNICATIONS]?
Q.6 DISCUSS WALSH, HADAMARD & DCT TRANSFORMATION IN IMAGE PROCESSING (DETAILED AS TAUGHT IN CLASS)?
Q.7 MSE (MEAN SQUARE ERROR) MINIMIZATION CRITERION, WEINER –HOPF EQUATION AND PERFORMANCE SURFACE( INVERTED UMBRELLA DIAGRAM)?
Q.8 LANCZOS-LEMMA BASED DIVIDE AND CONQUER ALGORITHM FOR FFT EVALUATION?
Q.9 EXPLAIN CHEBYSHEV-I & II AND DERIVE IN DETAIL (REFER: SALIVAHANAN)?
Q.10 COMPARE DIRECT DFT EVALUATION AND FFT EVALUATION (REFER: JOHN. G. PROAKIS)?

QUESTIONAIRE FOR PRACTICE


QUESTIONAIRE FOR PRACTICE


Q.1DERIVE IMPULSE-INVARIANT METHOD OF IIR TRANSFORMATION?
Q.2. DERIVE BILLINEAR METHOD OF IIR TRANSFORMATION
Q.3 NUMERICALS ON IMPULSE INVARIANT AND BILLINEAR FROM SALIVAHANAH (SOLVED NUMERICALS)
Q.4 DERIVE AND EXPLAIN BUTTERWORTH FILTER DESIGN (ONE NUMERICAL ON SAME FROM SALIVAHANAN) ?
Q.5. DISCUSS MPEG AND JPEG (STUDY ALL) (JPEG2000 SPECIALLY) [REFER: GIBSON-MULTIMEDIA COMMUNICATIONS]?
Q.6 DISCUSS WALSH, HADAMARD & DCT TRANSFORMATION IN IMAGE PROCESSING (DETAILED AS TAUGHT IN CLASS)?
Q.7 MSE (MEAN SQUARE ERROR) MINIMIZATION CRITERION, WEINER –HOPF EQUATION AND PERFORMANCE SURFACE( INVERTED UMBRELLA DIAGRAM)?
Q.8 LANCZOS-LEMMA BASED DIVIDE AND CONQUER ALGORITHM FOR FFT EVALUATION?
Q.9 EXPLAIN CHEBYSHEV-I & II AND DERIVE IN DETAIL (REFER: SALIVAHANAN)?
Q.10 COMPARE DIRECT DFT EVALUATION AND FFT EVALUATION (REFER: JOHN. G. PROAKIS)?

Tuesday, 28 August 2012

Wednesday, 22 August 2012

ASSIGNMENT-1

http://dsp-sumit.blogspot.com/2012/08/blog-post.html

                                                               Assignment-1


Q.1. The first five points of an 8-point DFT of a real valued sequence are given as: {0.25, 0.125-j0.3018, 0, 0.0125-j0.0518, 0} Determine the remaining 3 points?
Q.2. Compute 8-point circular convolution of the following set of sequences:
(i) x1(n)={1,1,1,1,0,0,0,0}
    X2(n)=sin(3*pi*n/8) , 0≤n≤7 .
(ii) x1(n)= (1/4)^n  ,0≤n≤7 .
    X2(n)= Cos(3*pi*n/8) , 0≤n≤7 .
Q.3. Compute the 6-point DFT of the given sequence(without using matrix method) as:
X(n)= {3,2,1,0,1,2}
Q.4. Compute the 4-point DFT of the given sequence using Linear transformation technique:
X(n)={1,1,2,2}. Also explain the symmetry property of Twiddle factor?
Q.5. Discuss the impacts of spectral leakage and explain its relationship  w.r.t  DFT?
Q.6.Explain briefly the sampling of DTFT to obtain DFT . Also justify the physical importance of the same?
Q.7.Discuss the relationship of DFT with the periodic Fourier series coefficients?
Q.8.Explain the Gibb’s Phenomenon and its significance (Refer: J.G Proakis)?
Q.9.Justify that the Continuous-Time Fourier transform is derived from Continuous-Time Fourier series approximation?
Q.10.Describe Mat lab tool and some of its basis functions used in signal processing?

INSTRUCTOR: Mr. Sumit Joshi

Thursday, 2 August 2012

Continuous-Time and Discrete-Time signals

Lecture-1st

Fundamentals of Digital Signal Processing

References:
1.John.G.Proakis,DSP Book.
2.Salivahanan,DSP Book.
3.S.K Mitra,A Computer Based Approach To DSP.

INSTRUCTIONS FOR STUDENTS-

A. Be attentive in all the lectures with a minimum of 75% attendance for better internal scores.
B. Practicals and lecture classes can be mingled if required.
C. Discipline during the lecture and tutorial classes will be strict issue.
D. Practicals will be performed over TMS320CDSK6713 DSP Kit in the Lab.
E. Queries will be answered in the last hours or in emergent cases during last 20 mins. of lunch.
F. Practicing and realising the DSP aspects are key to digital communications and thus due interest is required.
G. All the decisions regarding classes and their schedule of action is solely the matter of academic committee.
H. In special cases only any leave will be granted on being forwarded by HOD to the DEAN or DIRECTOR.
I.No excuses regarding upgradation of sessional marks will be encouraged.