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  <title>NITRC PESTICA & SLOMOCO: physio and motion correction tools Forum: help</title>
  <link>http://stage.nitrcce.org/forum/forum.php?forum_id=1457</link>
  <description>Get Public Help</description>
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  <item>
   <title>cPestica usage</title>
   <link>http://stage.nitrcce.org/forum/forum.php?thread_id=13633&amp;forum_id=1457</link>
   <description>Dear Wanyong, Katherine and Mark,&lt;br /&gt;
&lt;br /&gt;
congrats for your impressive paper in Neuroimage! I tried pestica_afni_v5.5 on macOS 12.4 (with all the dependencies working, i.e. AFNI and Matlab). However, I find it, from a user perspective, a little bit challenging to understand whether or not I got suitable results for cPestica (the output is *.retroicor_pestica+orig.BRIK). Second, I was not able to proceed with slicemoco (using slicemoco from v5.2) without errors (although it worked through slice-wise estimations until quitting with errors). Data is TR 0.8 s with multiband factor 8 Siemens Prisma.&lt;br /&gt;
&lt;br /&gt;
Would you be so kind as to update some of the information given in Readme's or give me a clue on how to proceed? That would be great!&lt;br /&gt;
&lt;br /&gt;
I know I didn't cite the exact error messages here to give you a better starting point for evaluation. That said, AFNI (22.1.14) and Matlab (2022a) (cli) work fine on the computer (macOS Intel) otherwise.&lt;br /&gt;
&lt;br /&gt;
Thanks so much for your time!&lt;br /&gt;
Christian Kaufmann</description>
   <author>Christian Kaufmann</author>
   <pubDate>Fri, 08 Jul 2022 10:49:06 GMT</pubDate>
   <guid>http://stage.nitrcce.org/forum/forum.php?thread_id=13633&amp;forum_id=1457</guid>
  </item>
  <item>
   <title>Is my Pestica output correct?</title>
   <link>http://stage.nitrcce.org/forum/forum.php?thread_id=13030&amp;forum_id=1457</link>
   <description>Dear PESTICA users,&lt;br /&gt;
&lt;br /&gt;
I am trying to apply Pestica and Slomoco (v1.3) right now. I have manually created a resting+orig.BRIK file via the command 3dcopy *.nii resting and have adjusted the HEAD file since the onset times were missing. Then, I have started pestica, but it gives me an error (see Screenshots) that &amp;quot;Output dataset ./resting+orig.HEAD already exists! -EXIT&amp;quot; (same for all subjects). However, the pestica4 folder seems to be correctly generated with all the output files.&lt;br /&gt;
Have you seen this error before? &lt;br /&gt;
Best,&lt;br /&gt;
Melissa&lt;br /&gt;
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   <author>mthalhammer</author>
   <pubDate>Mon, 06 Dec 2021 8:33:30 GMT</pubDate>
   <guid>http://stage.nitrcce.org/forum/forum.php?thread_id=13030&amp;forum_id=1457</guid>
  </item>
  <item>
   <title>*.HEAD file missing in pestica_example</title>
   <link>http://stage.nitrcce.org/forum/forum.php?thread_id=10319&amp;forum_id=1457</link>
   <description>Hi,&lt;br /&gt;
&lt;br /&gt;
I have downloaded the pestica_afni_v2 recently and wanted to try it with the run_pestica_ica.sh in the pestica_example folder where the program should work with the given epi_132vols.img and epi_mask.img. However, I get this error when the function prepare_ICA_decomp.m calls the BrikLoad.m function: &lt;br /&gt;
&lt;br /&gt;
Warning: &lt;br /&gt;
Error in BrikLoad : HEAD file epi_132vols.img.HEAD not found&lt;br /&gt;
&lt;br /&gt;
In ErrEval (line 107)&lt;br /&gt;
In BrikLoad (line 526)&lt;br /&gt;
In prepare_ICA_decomp (line 39)&lt;br /&gt;
Struct contents reference from a non-struct array object.&lt;br /&gt;
Error in prepare_ICA_decomp (line 40)&lt;br /&gt;
xdim=ainfo.DATASET_DIMENSIONS(1);&lt;br /&gt;
&lt;br /&gt;
I am unable to find the problem and I hope I can get support on this forum&lt;br /&gt;
&lt;br /&gt;
Best Regards&lt;br /&gt;
&lt;br /&gt;
David</description>
   <author>davidb</author>
   <pubDate>Fri, 21 Jun 2019 13:45:46 GMT</pubDate>
   <guid>http://stage.nitrcce.org/forum/forum.php?thread_id=10319&amp;forum_id=1457</guid>
  </item>
  <item>
   <title>Error with textread</title>
   <link>http://stage.nitrcce.org/forum/forum.php?thread_id=9198&amp;forum_id=1457</link>
   <description>Hello,&lt;br /&gt;
&lt;br /&gt;
I keep getting this error message: &lt;br /&gt;
&lt;br /&gt;
'Error using textread (line 166)&lt;br /&gt;
File not found.&lt;br /&gt;
&lt;br /&gt;
head: cannot open 'coupling_pestica_thresholds.txt' for reading: No such file or directory&lt;br /&gt;
tail: cannot open 'coupling_pestica_thresholds.txt' for reading: No such file or directory&lt;br /&gt;
&lt;br /&gt;
and then it finishes running. I get .dat and .nii files of raw cardiac and respiratory signal but no regressed images or pngs. Any suggestions as to why this happening would be great! Thanks a lot.&lt;br /&gt;
&lt;br /&gt;
Best,&lt;br /&gt;
Rachel</description>
   <author>rachelnutt3012</author>
   <pubDate>Wed, 18 Apr 2018 12:04:24 GMT</pubDate>
   <guid>http://stage.nitrcce.org/forum/forum.php?thread_id=9198&amp;forum_id=1457</guid>
  </item>
  <item>
   <title>RE: In fit_each_physio_peak (line 111) vox=squeez</title>
   <link>http://stage.nitrcce.org/forum/forum.php?thread_id=5162&amp;forum_id=1457</link>
   <description>Thanks much for feedback, Erik. &lt;br /&gt;
&lt;br /&gt;
I collect my data and I collect the dummy scans. So yes, I  did remove the first 4 volumes. The reason I ask is because once I did remove the initial TR's I got an error message. But I will re-run again hoping that I may have just had a typo. &lt;br /&gt;
&lt;br /&gt;
Thanks again for your help.&lt;br /&gt;
Best, Jasmin</description>
   <author>Jasmin Czarapata</author>
   <pubDate>Tue, 27 Jan 2015 17:34:08 GMT</pubDate>
   <guid>http://stage.nitrcce.org/forum/forum.php?thread_id=5162&amp;forum_id=1457</guid>
  </item>
  <item>
   <title>RE: In fit_each_physio_peak (line 111) vox=squeez</title>
   <link>http://stage.nitrcce.org/forum/forum.php?thread_id=5162&amp;forum_id=1457</link>
   <description>Jasmin,&lt;br /&gt;
&lt;br /&gt;
Yes, let it run longer! This is one of my biggest problems with PESTICA, the slowness of this second stage. You could also skip the second stage, it depends on how wide the filter is, but I don't have an objective recommendation for whether you should or not.&lt;br /&gt;
&lt;br /&gt;
For the dummy scans, most scanners are setup so the acquisition is off for the first 3 seconds of scanning, so most users will see data that is already equilibrated. To check yours, open a dataset in AFNI and open the graph on a view, and see if there is a much stronger value for the first volume that gets much weaker for volume 2 and is equilibrated by volume 3 and beyond. If your scanner acquires those first volumes, then you'll have signal that is stronger on volume 1 than anywhere else. If you don't, then the signal will be flatter. When in doubt, ask a physicist or one of the AFNI people to look if the signal is equilibrated. Or please feel free to post an image of the timeseries and I would be happy to look.&lt;br /&gt;
&lt;br /&gt;
Erik</description>
   <author>Erik Beall</author>
   <pubDate>Tue, 27 Jan 2015 17:23:24 GMT</pubDate>
   <guid>http://stage.nitrcce.org/forum/forum.php?thread_id=5162&amp;forum_id=1457</guid>
  </item>
  <item>
   <title>RE: In fit_each_physio_peak (line 111) vox=squeez</title>
   <link>http://stage.nitrcce.org/forum/forum.php?thread_id=5162&amp;forum_id=1457</link>
   <description>Thanks Erik.&lt;br /&gt;
&lt;br /&gt;
I think it run around 50 minutes. So I should let it run longer, correct.&lt;br /&gt;
&lt;br /&gt;
Also, while I have your attention, I should remove the dummy scans for each run before running the pestica, correct?&lt;br /&gt;
&lt;br /&gt;
Jasmin</description>
   <author>Jasmin Czarapata</author>
   <pubDate>Tue, 27 Jan 2015 17:04:21 GMT</pubDate>
   <guid>http://stage.nitrcce.org/forum/forum.php?thread_id=5162&amp;forum_id=1457</guid>
  </item>
  <item>
   <title>RE: In fit_each_physio_peak (line 111) vox=squeez</title>
   <link>http://stage.nitrcce.org/forum/forum.php?thread_id=5162&amp;forum_id=1457</link>
   <description>Hi Jasmin,&lt;br /&gt;
&lt;br /&gt;
I think it may take several hours to run through this portion - it depends on how long your timeseries is and how many significantly-coupled cardiac voxels are detected, and in your case there were a lot. How long did you let it run before Ctl-C'ing it?&lt;br /&gt;
&lt;br /&gt;
erik</description>
   <author>Erik Beall</author>
   <pubDate>Tue, 27 Jan 2015 16:51:03 GMT</pubDate>
   <guid>http://stage.nitrcce.org/forum/forum.php?thread_id=5162&amp;forum_id=1457</guid>
  </item>
  <item>
   <title>In fit_each_physio_peak (line 111) vox=squeez</title>
   <link>http://stage.nitrcce.org/forum/forum.php?thread_id=5162&amp;forum_id=1457</link>
   <description>﻿﻿﻿﻿﻿﻿﻿Hi,&lt;br /&gt;
I run pestical tool to correct for cardiac and respiration. It nearly run except that stage 5 the pipeline hung while waiting for mtlab to complete&lt;br /&gt;
 &lt;br /&gt;
Here is the output at stage 5.&lt;br /&gt;
 &lt;br /&gt;
Running Stage 5: Using first-pass IRFs, adjust for dither in cardiac peaks, then re-obtain IRFs and correct data&lt;br /&gt;
 &lt;br /&gt;
(etc...)&lt;br /&gt;
&amp;lt;MATLAB (R)&amp;gt;&lt;br /&gt;
(etc...)&lt;br /&gt;
Here is when the error occured &lt;br /&gt;
 &lt;br /&gt;
Wait, script starting ...&lt;br /&gt;
 &lt;br /&gt;
It never went passed this step wothout tping CNTR-C, which produced this message:&lt;br /&gt;
 &lt;br /&gt;
COperation termintaed by user during squeeze (line 23) &lt;br /&gt;
 &lt;br /&gt;
In fit_each_physio_peak (line 111)&lt;br /&gt;
 vox=sqeeze(ima(cmakind(k),z:));&lt;br /&gt;
 &lt;br /&gt;
 &lt;br /&gt;
See attachment for more details.&lt;br /&gt;
 &lt;br /&gt;
Thanks much!&lt;br /&gt;
Jasmin</description>
   <author>Jasmin Czarapata</author>
   <pubDate>Tue, 27 Jan 2015 14:08:38 GMT</pubDate>
   <guid>http://stage.nitrcce.org/forum/forum.php?thread_id=5162&amp;forum_id=1457</guid>
  </item>
  <item>
   <title>RE: neonate card mean and resp mean</title>
   <link>http://stage.nitrcce.org/forum/forum.php?thread_id=4981&amp;forum_id=1457</link>
   <description>Hi Chris,&lt;br /&gt;
&lt;br /&gt;
unfortunately I cannot be sure, it would need to be validated. Do you acquire respiration and cardiac monitoring data with any of these? If so, I could help with validation, and if it doesn't validate, then with construction of new templates.&lt;br /&gt;
&lt;br /&gt;
Erik</description>
   <author>Erik Beall</author>
   <pubDate>Fri, 21 Nov 2014 21:35:19 GMT</pubDate>
   <guid>http://stage.nitrcce.org/forum/forum.php?thread_id=4981&amp;forum_id=1457</guid>
  </item>
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