Hello,
Thanks all for your valuable suggestions. Two things that stuck me were "one
gets to know if the space group is correct only after solving the
structure" and "to try all possible space groups until one lands up with
the correct solution".
I ran Phaser with "all alternative space groups". The solution is still in
the same space group P212121. This holds true with both the monomer as well
as dimer search models. I hope I have checked all orthorhombic space groups
by doing this as I am unsure what "all alternative space groups" means.
I also ran Zanuda which tells me that the space group P212121 is correct in
both cases.
Pointless output indicates that "Systematic absence probability: 0.818".
Can I take this to be convincing or do I need to run other tests?
I dont know how to check for non-crystallographic symmetry? Please tell me
how I can do so.
The model is 60 percent identical to my protein. Also, one round of
automated model building has brought down the R values. The Rwork,Rfree
stand at 0.29,0.35 (monomer search model) and 0.30, 0.35 (dimer search
model). There is good scope for building residues in both cases. But which
one do I go ahead with is my question.
Thanks,
Satvik
On Tue, Sep 19, 2017 at 11:40 PM, Eleanor Dodson
wrote:
> Well - you haven't said what the sequence identity between model and your
> protein is, nor if you have a non-crystallographic translation.
>
> With low homology that R factor drop is acceptable and rebuilding can fix
> it, However if there is high homology you might expect better.
>
> But this sort of conjecture is pretty pointless - check in all
> orthorhombic space groups as Mark suggests.
>
> Eleanor
>
> On 19 September 2017 at 15:16, Mark J van Raaij
> wrote:
>
>> With Rs of 43/48% I don't think you can be sure that your spacegroup is
>> right.
>> You should always try all the spacegroup possibilities until you get a
>> solution you are sure is right, i.e. that refines to Rs of around 35% or
>> preferably even lower.
>> More so in the case of screw axes, so try P222, P2122, P2212, P2221,
>> P21212, P21221, P22121 and P212121. Phaser can do this automatically for
>> you by clicking the right box.
>> If necessary, then try lower symmetry like P21 and perhaps P1.
>> Programs like Xanuda can help.
>>
>>
>> Mark J van Raaij
>> Dpto de Estructura de Macromoleculas
>> Centro Nacional de Biotecnologia - CSIC
>> calle Darwin 3
>> <https://maps.google.com/?q=calle+Darwin+3&entry=gmail&source=g>
>> E-28049 Madrid, Spain
>> tel. (+34) 91 585 4616 <+34%20915%2085%2046%2016>
>> http://wwwuser.cnb.csic.es/~mjvanraaij
>> Editor of Acta Crystallographica F, Structural Biology Communications
>> http://journals.iucr.org/f/
>>
>> On 19 Sep 2017, at 16:01, Satvik Kumar wrote:
>>
>> Hello,
>>
>> Thanks everyone for your explanations.
>>
>> I have pasted the pointless output to provide more information.
>>
>> Best Solution: space group P 21 21 21
>>
>> Laue group probability: 0.959
>>
>> Systematic absence probability: 0.818
>>
>> Total probability: 0.785
>>
>> Space group confidence:0.751
>>
>> Laue group confidence 0.951
>>
>>
>> Unit cell: 82.10 100.51 157.11 90.00 90.00 90.00
>>
>> Also based on L-test, pointless says data does not suggest twinning.
>>
>> Yes, the R values go down when I refine in both cases. After 20 rounds of
>> restrained refinement using the coordinates generated by monomer as search
>> model, the Rwork and Rfree are 0.43 and 0.48
>>
>> respectively. Refinement using the coordinates generated by using dimer
>> as search model also results in similar R values. I have attached the plots
>> to show that the R values indeed reduce in both cases.
>>
>> Is my space group correct? Do I need to reexamine the space group even
>> though the probability is high?
>>
>> If my space group is indeed correct, how do I decide whether to go ahead
>> with the results generated by the monomer search model or the dimer?
>>
>> Please share your thoughts.
>>
>>
>> Thanks,
>> Satvik
>>
>> On Mon, Sep 18, 2017 at 7:36 PM, Eleanor Dodson <
>> eleanor.dod...@york.ac.uk> wrote:
>>
>>> You need to provide a bit more information.
>>>
>>> First of all about the data processing..
>>>
>>> Is the space group correct?
>>> ways of being misled are:
>>&