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- <Text>This scenario demonstrates how to do
- Event-Related Spectral Perturbation (<b>ERSP</b>)
- type visualization with OpenViBE.</Text>
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- <Comment>
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- <Text>A lua script is used to make an event timeline consisting of two types of trials,
- left and right, and the rest interpreted as... rest.</Text>
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- <Text>Set oscillation frequency dependending
- on the timeline (trial type or rest).</Text>
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- <Comment>
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- <Text>Dampen the signal within-trial in regular intervals
- to illustrate how the ERSP plot can evolve over time.
- Every other second will be dampened during the first 5s,
- controlled by the events from the timeline generator.</Text>
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- <Comment>
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- <Text>In the default configuration you should see
- the clear differences in the spectral powers
- over time in the conditions Left, Right and Rest.
- The last few seconds of each 5s are rest.</Text>
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- <Comment>
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- <Text>This side computes and displays the ERSP plot</Text>
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- <Text>We do two separate estimates: one for Left
- and another for Right. The signal is routed
- accordingly.
-
- Stimulation based epoching is configured with the trial length.
-
- Time based epoching further splits the trial to segments as desired.
-
- Each segment gets its own spectral power computation.</Text>
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- <Comment>
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- <Text>This left hand side chain here generates a 1-channel signal
- that gets modulated differently depending on the trial type.
- The same processing could be used for multichannel signals.
-
- The signal does not attempt to model real EEG,
- but to clearly illustrate the ERSP visualization.</Text>
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- <Text>You can browse each box' documentation by selecting the box and pressing <b>F1</b></Text>
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- <Text>If the ERSP Average receives k consequent spectra for
- each trial t ( that is, a sequence s1(t),...,sk(t) ], the box computes
- their averages over t: result is a set of spectra s1,...,sk,
- where s1 = 1/n sum_t(s1(t)) and so on. These average spectra
- are then shown by the Stacked Bitmap.
-
- The ERSP will be only visualized after all the data has been received.</Text>
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- <Comment>
- <Identifier>(0x00006ffa, 0x00000d2e)</Identifier>
- <Text>Bury the clean signal in noise. If you change the
- number of trials in the Timeline Generator, you will
- notice that with only a few trials, the ERSP plot does
- not clearly show the spectral structure over time.
- With more trials, the noise gets averaged out.</Text>
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