ideas to smooth a sharpe corner of a graph?
44 views (last 30 days)
Show older comments
I'm trying to smooth a sharpe corner of a graph similar to what I've shown in the image below:
Can anyone give me some ideas how to handle this case? Should I use specific filters? interpolation techniques? etc,...
If it helps, my original case is 2D and for simplification I've drawn a 1D case above. Thanks
0 Comments
Accepted Answer
Adam
on 21 May 2015
Something like a mean smoothing filter should do the job if you convolve it with your graph function.
You can specify to only do so at the sample within a certain distance of a corner assuming you can identify the corner location.
More Answers (3)
Thomas Koelen
on 22 May 2015
Edited: Thomas Koelen
on 22 May 2015
Maybe construct splines?
example:
x=1:10;
y=rand(1,10);
cs = csapi(x,y);
fnplt(cs,2);
0 Comments
Image Analyst
on 22 May 2015
One way is to use conv() to smooth/blur the signal:
windowWidth = 9; % Some odd number.
kernel = ones(1, windowWidth) / windowWidth;
smoothedSignal = conv(signal, kernel, 'same');
That is basically fitting the output element to the mean of elements in the sliding window. If you want it to follow the signal less closely, you can use a wider window.
Or you can use a Savitzky-Golay filter, done by sgolayfilt() in the Signal Processing Toolbox. I'm attaching a demo for you Mona. This is similar to conv() in that it does a fit in a sliding window, but you can specify some order of polynomial to fit to data in the window. For example, you can fit a quadratic or cubic function to the data in the window and assign the middle element to the fitted value. So with this filter, it's still a local filter but you have more control over how much you want to smooth or follow the original signal.
0 Comments
Mona Mahboob Kanafi
on 25 May 2015
1 Comment
shmng
on 21 Dec 2016
Hallo Mona, Could you please share the command to achieve this. I am not able to reteive as per your solution. How can we edit 2D settings in cftool. I am also looking for similar solution to smoothen the curve at sharp edges.
Any help shall be thankful.
Regards, Shwetha
See Also
Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!