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Mark Haun
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Spectrum Analyzer: MATLAB Exercise
(m12379)
Authors:
Swaroop Appadwedula
,
Matthew Berry
,
Mark Haun
,
Jake Janovetz
,
Michael Kramer
,
Dima Moussa
,
Daniel Sachs
,
Brian Wade
,
Matt Kleffner
,
Douglas L. Jones
Keywords:
autocorrelation
,
bit-reversed
,
boxcar
,
DFT
,
Discrete Fourier Transform
,
Discrete Time Fourier Transform
,
DSP
,
DTFT
,
Fast Fourier transform
,
FFT
,
Fourier transform
,
hamming
,
mainlobe
,
Power Spectra
,
Power Spectral Density Estimate
,
PSD
,
sidelobe
,
twiddle-factor
,
windowing
,
zero-pad
Summary:
You will investigate the effects of windowing and zero-padding on the Discrete Fourier Transform of a signal, as well as the effects of data-set quantities and weighting windows used in Power Spectral Density estimation.
Subject:
Science and Technology
Language:
English
Popularity:
98.67%
Revised:
2004-09-23
Revisions:
2
Lab 3: IIR Filters Overview
(m45721)
Author:
David Jun
Keywords:
bi-quad
,
block repeat counter
,
butter
,
conv
,
difference equation
,
direct form II
,
DSP
,
ellip
,
elliptic low-pass filter
,
feedback
,
freqz
,
gain factor
,
IIR
,
impulse response
,
infinite impulse response
,
linear time-invariant
,
LTI
,
nonlinear phase
,
notch filter
,
poles
,
quantize
,
zeros
Summary:
Infinite impulse response (IIR) filters are an alternative to finite impulse response (FIR) filters. Often, an IIR implementaion can meet a given filter specification with less computation than an FIR implementation, but IIR filters induce nonlinear phase and are more sensitive to numerical problems.
Subject:
Science and Technology
Language:
English
Popularity:
91.11%
Revised:
2013-02-05
Revisions:
2
Multirate Filtering: Filter-Design Exercise in MATLAB (日本語 - Japanese)
(m12361)
Authors:
Douglas L. Jones
,
Swaroop Appadwedula
,
Matthew Berry
,
Mark Haun
,
Jake Janovetz
,
Michael Kramer
,
Dima Moussa
,
Daniel Sachs
,
Brian Wade
,
Patrick Frantz
,
Emiko Yamai
,
Hironori Takaryo
,
Yoji Yamada
Keywords:
anti-aliasing
,
anti-imaging
,
downsample
,
DSP
,
filter design
,
MATLAB
,
multirate
,
sample-rate compressor
,
sample-rate expander
,
upsample
,
zero-placement
Summary:
z平面に零点を直接配置する手法により、MATLABを用いて低域通過FIRフィルタを設計します。設計したフィルタは、マルチレートシステムにおけるアンチエリアジング・フィルタおよびイメージ成分除去フィルタとして利用することができます。
Subject:
Science and Technology
Language:
日本語
Popularity:
88.69%
Revised:
2005-08-17
Revisions:
4
Lab 2: Multirate Filtering
(m45710)
Author:
David Jun
Keywords:
banz
,
decimation
,
down-sample
,
DSP
,
interpolation
,
multirate sampling
,
multirate system
,
sample-rate compressor
,
sample-rate expander
,
up-sample
Summary:
You will implement a multirate system that includes three fininte impulse response filters.
Subject:
Science and Technology
Language:
English
Popularity:
87.64%
Revised:
2013-01-28
Revisions:
2
Lab 3: Prelab (Part 1)
(m45719)
Author:
David Jun
Keywords:
conv
,
difference equation
,
direct form II
,
DSP
,
ellip
,
elliptic low-pass filter
,
freqz
,
gain factor
,
IIR
,
impulse response
,
infinite impulse response
,
linear time-invariant
,
LTI
,
notch filter
,
overflow
,
poles
,
zeros
Summary:
You will derive the transfer function of a second-order, Direct Form II, infinite impulse response (IIR) filter. Then you will create a fourth-order IIR filter, plot its frequency response, and decompose the fourth-order filter into two second-order sections, choosing an appropriate gain for each stage to prevent overflow.
Subject:
Science and Technology
Language:
English
Popularity:
87.08%
Revised:
2013-02-01
Revisions:
2
Lab 1: Prelab
(m45669)
Author:
David Jun
Keywords:
assembly
,
DSP
,
fractional arithmetic
,
hexadecimal
,
macm
,
mov
,
rpt
,
two's-compliment
Summary:
You will work through a section of TI TMS320C55x assembly code by hand. The instructions include multiplication of fractional numbers in two's complement representation.
Subject:
Science and Technology
Language:
English
Popularity:
86.25%
Revised:
2013-01-17
Revisions:
New
Lab 2: Overview
(m45709)
Authors:
David Jun
,
Trong Nguyen
Keywords:
decimation
,
downsample
,
DSP
,
interpolation
,
multirate sampling
,
multirate system
,
sample-rate compressor
,
sample-rate expander
,
upsample
Summary:
A sample-rate compressor removes (D-1) of every D input samples. A sample-rate expander inserts (U-1) zeros after every input sample.
Subject:
Science and Technology
Language:
English
Popularity:
85.53%
Revised:
2013-01-28
Revisions:
New
Lab 4 Prelab 4
(m45766)
Authors:
Trong Nguyen
,
David Jun
Keywords:
autocorrelation
,
bit-reversed
,
boxcar
,
DFT
,
Discrete Fourier Transform
,
Discrete Time Fourier Transform
,
DSP
,
DTFT
,
Fast Fourier transform
,
FFT
,
Fourier transform
,
hamming
,
mainlobe
,
Power Spectra
,
Power Spectral Density Estimate
,
PSD
,
sidelobe
,
twiddle-factor
,
windowing
,
zero-pad
Summary:
You will investigate the effects of windowing and zero-padding on the Discrete Fourier Transform of a signal, as well as the effects of data-set quantities and weighting windows used in Power Spectral Density estimation.
Subject:
Science and Technology
Language:
English
Popularity:
84.97%
Revised:
2013-02-12
Revisions:
3
IIR Filtering: Filter-Design Exercise in MATLAB
(m13799)
Authors:
Thomas Shen
,
Douglas L. Jones
Keywords:
conv
,
difference equation
,
direct form II
,
DSP
,
ellip
,
elliptic low-pass filter
,
freqz
,
gain factor
,
IIR
,
impulse response
,
infinite impulse response
,
linear time-invariant
,
LTI
,
notch filter
,
overflow
,
poles
,
zeros
Summary:
You will derive the transfer function of a second-order, Direct Form II, infinite impulse response (IIR) filter. Then you will create a fourth-order IIR filter, plot its frequency response, and decompose the fourth-order filter into two second-order sections, choosing an appropriate gain for each stage to prevent overflow.
Subject:
Science and Technology
Language:
English
Popularity:
83.20%
Revised:
2007-01-13
Revisions:
2
Lab 3: Prelab (Part 2)
(m45720)
Author:
David Jun
Keywords:
coefficient quantization
,
DSP
,
fixed-point
,
IIR filter
,
integer
,
stability
Summary:
You will design a fourth-order notch filter and investigate the effects of filter-coefficient quantization. You will compare the response of the filter having unquantized coefficients with that of a filter having coefficients quantized as a single, fourth-order stage and with that of a filter having coefficients quantized as a cascade of two, second-order stages.
Subject:
Science and Technology
Language:
English
Popularity:
82.56%
Revised:
2013-02-01
Revisions:
New
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