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Interactive Resolution Enhancement

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Interactive Resolution Enhancement

by Tom O'Haver

 

24 Jul 2006 (Updated 27 Sep 2006)

Mathematically simple, quickly-computable resolution enhancement for time-series signals consisting

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Description

Mathematically simple, quickly- computable resolution enhancement for time-series signals consisting of partially overlapping peaks. It is based on subtracting the scaled, smoothed 2nd derivative and adding the scaled, smoothed 4th derivative to the original signal. The algorithm can be customized for signals of different types by adjusting the scaling factors for the derivatives and the width of the smoothing function. The routines here have sliders that allow you to adjust the resolution enhancement parameters continuously while observing the effect on your signal dynamically. See http://www.wam.umd.edu/~toh/spectrum/InteractiveResEnhance.htm for more information.
Tom O'Haver, toh@umd.edu
(Thanks to Matthew Jones for the slider function.)

Acknowledgements
This submission has inspired the following:
Interactive resolution enhancement function
MATLAB release MATLAB 6.5 (R13)
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Comments and Ratings (4)
26 Jul 2006 Steffen B. Petersen

Very nice indeed.

21 Aug 2006 Juny Wang

very good to use

19 Sep 2006 Carlos Shigue

Thanks Tom, for the Matlab port of your signal processing programs.

06 Jul 2011 Tom O'Haver

The sliders used in this program do not work in recent version of Matlab. I've now uploaded a new keypress-operated version that performs interactive smoothing, derivatives, and peak sharpening. See http://www.mathworks.com/matlabcentral/fileexchange/32075-isignal

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Updates
27 Sep 2006

Change to file details (title, description, requirements, ...)

Tag Activity for this File
Tag Applied By Date/Time
example Tom O'Haver 22 Oct 2008 08:33:25
application Tom O'Haver 22 Oct 2008 08:33:25
spectroscopy Tom O'Haver 22 Oct 2008 08:33:25
analytical chemistry Tom O'Haver 22 Oct 2008 08:33:25
signal processing Tom O'Haver 22 Oct 2008 08:33:25
resolution enha Tom O'Haver 22 Oct 2008 08:33:25

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