[Eeglablist] "inconsistent number of samples in trial 1" error in DIPFIT
vukovicnikola at gmail.com
Mon Sep 21 04:01:46 PDT 2015
Hi Nikola and Laura,
Could you tell me how exactly you solved the problem? Is this something that needs to be done via the command line? Because I was just calling the functions through the EEGLAB GUI.
> On 19 Sep 2015, at 9:45 pm, Nikola Valchev <nikola.valchev.umcg at gmail.com> wrote:
> That worked for me. Thank you!
> By chance do you have an idea how to use the output from the dipfit function into CIAC?
> Nikola Valchev
> From: eeglablist-bounces at sccn.ucsd.edu [mailto:eeglablist-bounces at sccn.ucsd.edu] On Behalf Of Laura Frolich
> Sent: 18 September 2015 21:10
> To: Nikola Vukovic
> Cc: EEGLAB List
> Subject: Re: [Eeglablist] "inconsistent number of samples in trial 1" error in DIPFIT
> Dear Nikola,
> I have experienced this problem. For me, it occurred when the EEGLab data struct was converted to the FieldTrip format if the icaact field (EEG.icaact) was empty when the function eeglab2fieldtrip was called. Even if the field was not empty when starting DIPFIT, the .icaact can be set to  by eeg_checkset if the option option_computeica is false. For me the problem was fixed by making sure that option_computeica was set to true and making sure that EEG.icaact was not empty when DIPFIT was started. I hope this helps.
> On Fri, Sep 18, 2015 at 2:22 PM, Nikola Vukovic <vukovicnikola at gmail.com <mailto:vukovicnikola at gmail.com>> wrote:
> Dear EEGLab community,
> I've encountered a strange error when, having computed ICA on my dataset, I attempt to locate component dipoles. I have replicated the same error in several different datasets, with different number of channels, different pre-processing parameters, etc. The error given is:
> "inconsistent number of samples in trial 1,
> (Error occurred in function ft_datatype_raw() at line 87)"
> I haven't encountered this error before, using a slightly older version of eeglab. I'm currently using MATLAB R2014b and EEGLAB v13.4.4b.
> Any help in solving this problem would be very much appreciated...
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