Re: [Discuss-gnuradio] Burg spectral estimation

2010-03-29 Thread Martin Braun
On Sat, Mar 27, 2010 at 10:12:33AM +0100, Jens Elsner wrote:
  Have you considered and rejected Pisarenko estimtion techniques or just
  not tried them yet?
 
 Eigenspace based methods are of course very another interesting thing to
 make available 
 in GNU Radio - if we find students willing to implement this as part of
 their course work 
 in Karlsruhe, Martin and I will gladly support them (anyone reading this?
 :). 

Actually, there already has been some work in this direction, but MUSIC
et al are numerically very demanding (estimate autocorrelation matrix
AND do an eigenvalue decomposition). I'm therefore not convinced they
are massively useful for radio applications (in particular, with real
time constraints).

Something I'd like to have in the toolbox are cyclostationary spectral
estimation methods (FAM, SSCD etc), and I'm hoping to add these some
time soon (as in, this year).

Cheers,
MB

-- 
Karlsruhe Institute of Technology (KIT)
Communications Engineering Lab (CEL)

Dipl.-Ing. Martin Braun
Research Associate

Kaiserstraße 12
Building 05.01
76131 Karlsruhe

Phone: +49 721 608-3790
Fax: +49 721 608-6071
www.cel.kit.edu

KIT -- University of the State of Baden-Württemberg and
National Laboratory of the Helmholtz Association



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Re: [Discuss-gnuradio] Burg spectral estimation

2010-03-29 Thread Martin Braun
On Fri, Mar 26, 2010 at 01:25:41PM -0400, Brian Padalino wrote:
 If you don't mind, I am curious of your experience of the Burg versus
 Welch implementation and results - which do you prefer?  It looks like
 Burg translates to frequency domain first, and Welch stays in the time
 domain?  Any idea how much of the bandwidth can be occupied before the
 algorithms are not relatively accurate anymore?  In the presence
 high-noise, are the algorithms still able to detect the tones in your
 current setup?

Welch is quite similar to what the GR FFT sink does, and will work with
any kind of spectral content (it is non-parametric). Burg needs some
a-priori knowledge of what you're about to expect (parametric) and
will only operate well if your a-priori assumption reflect the
signal(s).
Actually, it estimates the filter coefficients of an AR process
(so, technically, it operates in the z-domain). The spectral estimation
output is gathered by running that result through an FFT. 

In high-noise, and with little knowledge, you have no choice but use
Welch. A cool application of Burg is to track narrow-band interferers
from only a handful of samples. The pictures on 
https://www.cgran.org/wiki/SpecEst were made with a few thousand samples
for Welch, and only 512 samples for Burg (and way less calculations).

Cheers
MB

-- 
Karlsruhe Institute of Technology (KIT)
Communications Engineering Lab (CEL)

Dipl.-Ing. Martin Braun
Research Associate

Kaiserstraße 12
Building 05.01
76131 Karlsruhe

Phone: +49 721 608-3790
Fax: +49 721 608-6071
www.cel.kit.edu

KIT -- University of the State of Baden-Württemberg and
National Laboratory of the Helmholtz Association



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Re: [Discuss-gnuradio] Burg spectral estimation

2010-03-27 Thread Jens Elsner
Hi Bob,

On Fri, 26 Mar 2010 21:02:19 -0400, Robert McGwier rwmcgw...@gmail.com
wrote:
 Jens:
 
 Have you considered and rejected Pisarenko estimtion techniques or just
not
 tried them yet?

The original application was narrow band interference suppression in DSSS
systems. Burg's 
method works quite well as it automatically gives one the filter
coefficients
for the suppression filter. 

Eigenspace based methods are of course very another interesting thing to
make available 
in GNU Radio - if we find students willing to implement this as part of
their course work 
in Karlsruhe, Martin and I will gladly support them (anyone reading this?
:). 

Jens



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Re: [Discuss-gnuradio] Burg spectral estimation

2010-03-26 Thread Matt Ettus

On 03/26/2010 07:05 AM, Martin Braun wrote:

Hi,

we've done some work to our 'Spectral Estimation Toolbox' and added
Burg's algorithm for spectral estimation. It's all on CGRAN, see
https://www.cgran.org/wiki/SpecEst

Things aren't 100% perfect, probably due to the high number of
multiplications numerical accuracy is sometimes a bit off when compared
to Matlab and Octave (which are quite different themselves!), but it
works nicely so far when all you want to do is estimate spectra.

One of our students rigged a demo in which a narrow-band signal was
nicely tracked by the algorithm; I'll hopefully add that soon along with
GRC bindings.



Thanks for doing this, and especially for releasing it and making a 
detailed page on CGRAN.  I know this will be of general interest.


Matt



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Re: [Discuss-gnuradio] Burg spectral estimation

2010-03-26 Thread Brian Padalino
On Fri, Mar 26, 2010 at 10:05 AM, Martin Braun martin.br...@kit.edu wrote:
 Hi,

 we've done some work to our 'Spectral Estimation Toolbox' and added
 Burg's algorithm for spectral estimation. It's all on CGRAN, see
 https://www.cgran.org/wiki/SpecEst

 Things aren't 100% perfect, probably due to the high number of
 multiplications numerical accuracy is sometimes a bit off when compared
 to Matlab and Octave (which are quite different themselves!), but it
 works nicely so far when all you want to do is estimate spectra.

 One of our students rigged a demo in which a narrow-band signal was
 nicely tracked by the algorithm; I'll hopefully add that soon along with
 GRC bindings.

This is good stuff; thanks for sharing!

If you don't mind, I am curious of your experience of the Burg versus
Welch implementation and results - which do you prefer?  It looks like
Burg translates to frequency domain first, and Welch stays in the time
domain?  Any idea how much of the bandwidth can be occupied before the
algorithms are not relatively accurate anymore?  In the presence
high-noise, are the algorithms still able to detect the tones in your
current setup?

Sorry for all the questions, but this is very interesting!

Again, thanks for sharing.

Brian


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Re: [Discuss-gnuradio] Burg spectral estimation

2010-03-26 Thread Jens Elsner
Hi Brian,

 we've done some work to our 'Spectral Estimation Toolbox' and added
 Burg's algorithm for spectral estimation. It's all on CGRAN, see
 https://www.cgran.org/wiki/SpecEst
 
 This is good stuff; thanks for sharing!
 
 If you don't mind, I am curious of your experience of the Burg versus
 Welch implementation and results - which do you prefer?  It looks like
 Burg translates to frequency domain first, and Welch stays in the time
 domain?  Any idea how much of the bandwidth can be occupied before the
 algorithms are not relatively accurate anymore?  In the presence
 high-noise, are the algorithms still able to detect the tones in your
 current setup?

Welch's and Burg's method are very different approaches to spectrum
estimation
and both have their pros and cons. Burg can be better if fewer samples 
are available, but one has to be careful when choosing the filter order 
(model complexity). 

These questions are best answered in detail in the very good book by 
Stoica/Moses Spectral Analysis of Signals, Prentice Hall, 2005.

Best regards,
Jens



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Re: [Discuss-gnuradio] Burg spectral estimation

2010-03-26 Thread Robert McGwier
Jens:

Have you considered and rejected Pisarenko estimtion techniques or just not
tried them yet?

Thank you for your efforts
Bob


On Fri, Mar 26, 2010 at 6:58 PM, Jens Elsner jpels...@1c3.de wrote:

 Hi Brian,

  we've done some work to our 'Spectral Estimation Toolbox' and added
  Burg's algorithm for spectral estimation. It's all on CGRAN, see
  https://www.cgran.org/wiki/SpecEst
 
  This is good stuff; thanks for sharing!
 
  If you don't mind, I am curious of your experience of the Burg versus
  Welch implementation and results - which do you prefer?  It looks like
  Burg translates to frequency domain first, and Welch stays in the time
  domain?  Any idea how much of the bandwidth can be occupied before the
  algorithms are not relatively accurate anymore?  In the presence
  high-noise, are the algorithms still able to detect the tones in your
  current setup?

 Welch's and Burg's method are very different approaches to spectrum
 estimation
 and both have their pros and cons. Burg can be better if fewer samples
 are available, but one has to be careful when choosing the filter order
 (model complexity).

 These questions are best answered in detail in the very good book by
 Stoica/Moses Spectral Analysis of Signals, Prentice Hall, 2005.

 Best regards,
 Jens



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