For map in e-/A^3 units to make sense one needs to obtain F000, which may
be more tricky than one may think. Interesting, how Coot does this given
just a set of Fourier map coefficients?

Pavel

On Wed, Nov 28, 2012 at 12:21 PM, Greg Costakes <gcost...@purdue.edu> wrote:

> You stated that the map is set to 3 sigma, but what is the e-/A^3?  In
> Coot I often find that my fo-fc map needs to be maxed out (max sigma) in
> order to get to an acceptable e-/A^3. It is possible that your fo-fc map at
> 3 sigma has an e-/A^3 of 0.04 or something low like that.
>
>
> -------------------------------------------------------------------------------
> Greg Costakes
> PhD Candidate
> Department of Structural Biology
> Purdue University
> Hockmeyer Hall, Room 320
> 240 S. Martin Jischke Drive, West Lafayette, IN 47907
>
>
> --------------------------------------------------------------------------------
>
>
> ------------------------------
> *From: *"Jon Read" <jon.r...@astrazeneca.com>
> *To: *CCP4BB@JISCMAIL.AC.UK
> *Sent: *Wednesday, November 28, 2012 10:48:04 AM
> *Subject: *[ccp4bb] Strange density
>
>
> Anyone see anything like this before? The data is 1.7Angstrom data with
> good statistics. The picture shows the solid FoFc density contoured at 3
> Sigma in light brown and -3 Sigma in purple. The density is odd as it
> appears to be bound to a peptide carbonyl with no other obvious
> interactions with the protein. There is a characteristic tail at one end.
>
>
>
>
>
>
>
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