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Question Paper: Discrete Time Signal Processing : Question Paper May 2016 - Electronics & Telecomm (Semester 6) | Mumbai University (MU)
question paper discrete time signal processing mu electronics &amp; telecomm (semester 6) updated 2.2 years ago by Team Ques10 ♦♦ 410
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Sketch the frequency response and identify the following filters based on their passband
mumbai university discrete time signal processing updated 2.8 years ago by Juilee • 2.4k
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By using FFT - 2FFT find linear convolution,
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Write a short note on
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Consider the following specifications for a low pass filter $0.99 < I H (e^{\omega} ) 1 < 1.01\space 0 < {\omega} < 0 3 \pi $ and
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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What is multirate DSP? Where it is required?
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Determine the zeros of the following FIR systems and indicate whether the system is minimum phase, maximum phase or mixed phase.
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Design a digital low pass IIR Butterworth filter for the following specification
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Obtain cascade and parallel realization structures for the system described by $y (n) = 0.1y (n-1) + 0.72y (n-2) + 0.7 \times (n) - 0.252 \times (n-1). $
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Explain the effects of coefficient quantization in FIR filters.
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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The transfer function of digital causal system is given as follows: $H(z)=\dfrac {1-z^{-1}}{1-0.2z^{-1}-0.15z^{-2}} $. Draw cascade form, parallel form realization
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Design digital low pass IIR Butterworth filter for the following specifications:
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Explain the effects of coefficient quantization in FIR filters
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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An analog filter has transfer function $H(s)=\dfrac {S+0.1}{(s+0.1)^2+16}$. Determine the transfer function of digital filter using bilinear transformation.
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Explain up- sampling process in detail and derive for input-output relationship in time domain and frequency domain.
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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If $X (n) = \{1 + 2j, 3 + 4j, 5+6j, 7 + 8j\}.$ Find DFT X(k) using DIF-FFT algorithm.
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Compute DFT of sequence $x(n) = \{1, 2, 2, 2, 1, 0, 0, 0\}$ using DIT-FFT algorithm.
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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The first five points of eight point DFT of real valued signal are $\{0.25, 0.125 -j0.3018, 0, 0.125-j0.0150, 0\}$. Determine the remaining three points.
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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By means of FFT-IFFT technique compute the linear convolution of $x [n] = \{2,2,1,1\}$ and $h[n] = \{1,2,3,4\}$.
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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$x = \begin{cases} 1 & 0\leq n\leq 3 \\ 0 & 4\leq n\leq 7. \end{cases}$
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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The first five points of eight point DFT of real valued sequence are
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Justify DFT as a linear transformation.
mumbai university discrete time signal processing myposts updated 3.0 years ago by Aksh_31 • 630
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Identify whether the following system is minimum phase, maximum phase, mixed phase.$ (i) H_1(z)=6+ z^{-1} + z^{-2} (ii) H_2(z)=1 - z^{-1}- 6z^{-2} $
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Sketch the frequency response and identify the following filters based on their passband
mumbai university discrete time signal processing updated 3.0 years ago by Aksh_31 • 630
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Question Paper: Discrete Time Signal Processing : Question Paper May 2015 - Electronics & Telecomm. (Semester 6) | Mumbai University (MU)
mumbai university question paper electronics and telecomm (semester 6) discrete time signal processing updated 3.2 years ago by Team Ques10 ♦♦ 410
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