On Sun, Sep 11, 2011 at 10:43 AM, Jonathan Peelle <
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>
> Dear Senhua Zhu,
>
> I apologize for causing confusion on this—I was not being very precise in my use of TR and TA. You are correct that in SPM, TA = TR - TR/N, and so is not equal to the TR, even in continuous scanning.
>
> The difference is that in SPM, the TA refers to the time between the beginning of the first slice to the beginning of the last slice (as you have in your slide). However, I meant it in a more everyday sense of the beginning of the first slice to the *end* of the last slice—that is, how long, from beginning to end, it takes to acquire a full volume.
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> The distinction I was trying to make was between continuous scanning (where there is no delay between volume acquisitions) and sparse scanning, where there is a delay of up to many seconds inserted.
>
> I hope that clears things up for you!
>
> Best regards,
> Jonathan
>
> --
> Dr. Jonathan Peelle
> Department of Neurology
> University of Pennsylvania
> 3 West Gates
> 3400 Spruce Street
> Philadelphia, PA 19104
> USA
>
http://jonathanpeelle.net/>
>
>
> On Sep 10, 2011, at 2:02 PM, cliff wrote:
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> > After reviewing your comments here, now I am confusing about the definition of TR and TA.
> >
> > As the definition of TA in SPM, 【TA = TR - TR/N, where TA is the time between the onset of the first and
> > last slice of one volume, and the TR is the time between the onset of the first slice of one volume
> > and the first slice of next volume】
> >
> > but according what you said, if there is no interscan delay time, then TA= TR (If the "Acquisition time" mentioned in this post is exact the same as the TA I mentioned here )
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