Hi,

The inversion recovery method whereby the signals plateau at the
equilibrium I0 value is very old school.  I don't know if anyone
records this anymore.  Maybe some chemists do.  Anyway, I never added
support for this because no one was interested or had such data.  The
new interleaved method resulting in a single exponential from I0 to
zero is much better, in that the results are much more reliable.  The
signals affected by noise are at the end of the exponential rather
than in the middle.  And the 2 parameter fit is much more reliable for
extracting the rate.  This is all explained in the original paper, but
I can't remember the reference off the top of my head.  It should be
referenced in the Farrow 94 paper though, which is the basic reference
for all R1, R2, and NOE experiments nowadays.

Support could easily be added to relax for this.  I actually have
coded the relax_fit analysis to support the triple parameter fit
curve, but never implemented it.  Do you know someone who has measured
the R1 in this way?

Regards,

Edward



On 15 June 2011 14:35, Sébastien Morin <[email protected]> wrote:
> Hi,
>
> Talking with some colleagues, I realized that some people record R1 data
> with 2D versions of inversion-recovery pulse sequences, where the signal
> starts from a negative value to a positive value, with a cross-point at ~ ln
> 2 / R1. The equation needed to fit such data is the following:
>    At = A0 (1-2e^(-R1 t))
>
> In relax (and relaxgui), it is assumed that, for both R1 and R2, the user
> records data with intensities decaying in an exponential manner (i.e. At =
> A0 e^(-R1 t) ).
>
> Is there a reason why most people use the exponential decay approach, rather
> than the inversion-recovery approach ?
>
> Should relax (and relaxgui) support the inversion-recovery approach ?
>
> Cheers,
>
>
> Séb  :)
>
> --
> Sébastien Morin, Ph.D.
> Postdoctoral Fellow, S. Grzesiek NMR Laboratory
> Department of Structural Biology
> Biozentrum, Universität Basel
> Klingelbergstrasse 70
> 4056 Basel
> Switzerland
>
>
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