Hi All,

I believe it depends on the resolution. At sufficiently low resolution, it
may not be too unreasonable to assume that the main chain atoms of a
residue have the same B factors, and its side chain atoms also share the
same B factor (different from the main chain). Why? Simply because your
low-resolution data cannot resolve the B-factor difference between, for
example, CA and C atoms! This is much like expecting low to almost zero
deviations from ideal bonds and angles at low resolution, because your
low-res data simply cannot resolve a fraction of an Angstrom deviation in
bond lengths.

The bottom line, in my opinion, is that there is no black-and-white answer
to the "grouped vs. individual" B-factor refinement question. Depending on
a) the data resolution, and b) your experimentation with both individual
and group options, you may choose one over the other.

Back in the day (when working on the implementation of B-factor refinement
in phenix.refine), I conducted a test where I re-refined a sample,
consisting of about 50,000 models from the PDB, using 1) individual, 2)
group with one B per residue, and 3) group with two B per residue (one for
the main and one for the side chain). There were clear clusters of results
where each of the three parameterizations outperformed the others, and this
was heavily resolution-dependent. I regret not publishing that result,
mostly because I thought I could always re-do it any time later.. but as
Ben said "Don't put off until tomorrow what you can do today"!

Regarding TLS, since someone mentioned it, I prefer to see TLS as a more
physically realistic atomic vibration model, rather than a magic solution
to reduce R-factors or a way to decrease the number of refinable parameters
(which, in fact, is not the case because normally residual isotropic B
factors are always refined on top of TLS anyway, in Phenix at least).

All the best!
Pavel

On Sat, Jan 6, 2024 at 3:41 PM Robbie Joosten <robbie_joos...@hotmail.com>
wrote:

> Hi Tom,
>
> I think restraints do change the data/parameter ratio, but how much is not
> straightforward. In, at least, the context of the Hamilton test restraints
> change the degrees of freedom which translates into a change of the
> effective data/parameter ratio. It is treated as adding extra observations
> albeit with some unknown weight. Ethan Merritt's way of handeling this
> unknown weight (which we implemented in bselect) is setting an upper limit
> for the weight and thus bracketing the value.
>
> Lets assume we have glycol. Adding individual B-factors instead of one
> overall B adds 3 extra parameters. We also add B-factor restraints: 3
> bonded atom 1-2 restraints plus 2 angled atoms 1-3 restraints (in Refmac's
> implementation). So 3 extra parameters, 5 extra restraints. These
> restraints can at best nullify the effect of the extra parameters so their
> effective weight is maximum 3/5, but probably less. The weight of the
> restraints must be somewhere between 0 (e.g when the B-factor restraint
> weight in Refmac is set to zero) and 0.6 (the restraint weight is huge).
> Assuming that the restraints do something, the degrees of freedom go up
> with less than 3 for our glycol refinement. How much less is related to the
> restraint weight we set in Refinement.
>
> Cheers,
> Robbie
>
>
>
>
> On 6 Jan 2024 23:26, Tom Peat <t.p...@unsw.edu.au> wrote:
>
> Hello Robbie,
>
> Thanks for the stats and description of what has been done.
> I think this puts us back into the realm of restraints versus constraints
> and what is possible when trying to reduce the number of parameters to be
> refined. Although grouped B-factors don't capture the reality of side
> chains being more mobile, it is a constraint that reduces the number of
> parameters being refined and helps highlight regions of the structure which
> are more mobile (which a flat or average B-factor would not do).
> Making tighter restraints on the system as a whole doesn't change the
> data/parameter ratio, which can lead to its own issues, but is certainly
> better than just letting things go wild.
> As is often the outcome, we state 'it depends on your individual
> situation' and generally suggest looking at various possibilities until one
> finds some compromise which works. Not as intellectually gratifying as
> having a cut and dry answer to these questions that come up rather
> frequently.
> Thanks again for the stats and description.
> cheers, tom
>
> ------------------------------
> *From:* Robbie Joosten <robbie_joos...@hotmail.com>
> *Sent:* Sunday, January 7, 2024 8:24 AM
> *To:* Tom Peat <t.p...@unsw.edu.au>; CCP4BB@JISCMAIL.AC.UK <
> CCP4BB@JISCMAIL.AC.UK>
> *Subject:* RE: [ccp4bb] Can Refmac5 refine temperature factor residue by
> group?
>
> [You don't often get email from robbie_joos...@hotmail.com. Learn why
> this is important at https://aka.ms/LearnAboutSenderIdentification ]
>
> Hi Tom,
>
> At 3A the median number of reflections per atom is 3.4 which is indeed
> lower than 4. So in unrestrained refinement the data/parameter ratio is
> indeed worse than 1. This is where the effect of the restraints really
> matter and starting from a flat B-factor model is interesting. This is what
> pdb-redo does if there are fewer than 4 reflections per atom. In such cases
> first TLS model are refined, one-group-per-chain (yes, that has room for
> improvement) plus any user-provided grouping. The TLS model that performs
> best in refinement is then kept (or no TLS model at all if they don't
> work). Given this TLS model, the structure model is refined with isotropic
> B-factors and flat B-factors. Both refinement results are then tested by a
> program called "bselect" that performs the Hamilton test plus some fallback
> test. The "best" model is then chosen. If this involves isotropic
> B-factors, the B-factor restraint weight is then optimised.
>
> Some stats:
> Of the 1958 cases in the databank, 573 are refined with a flat B-factor
> model (2.9 reflections/atom on average), 520 with isotropic B-factors and
> tighter-than-default restraint weights (3.8 reflections/atom on average),
> 612 with isotropic B-factors and looser-than-default weights (4.1
> reflections/atom on average), the rest is isotropic with default weights
> (3.8 ref/atom).
>
> So there is a trend given the number of reflections per atom but it is not
> that strong for individual cases. Testing is needed. I won't claim that
> this is the best protocol for each of the cases, but I guess they are
> decent starting points for most.
>
> Cheers,
> Robbie
>
> > -----Original Message-----
> > From: Tom Peat <t.p...@unsw.edu.au>
> > Sent: Saturday, January 6, 2024 21:42
> > To: CCP4BB@JISCMAIL.AC.UK; Robbie Joosten
> > <robbie_joos...@hotmail.com>
> > Subject: Re: [ccp4bb] Can Refmac5 refine temperature factor residue by
> > group?
> >
> > It appears that Zhonghao might be worried about his data to parameter
> ratio.
> > At 3 A, one can easily be in a situation where one has fewer reflections
> than
> > four times the number of atoms (X, Y, Z plus B).
> > I like the idea of starting out with the average B (or even Wilson B)
> and then
> > doing TLS as that should reduce the number of parameters being refined.
> > Best regards, tom
> >
> > ________________________________
> >
> > From: CCP4 bulletin board <CCP4BB@JISCMAIL.AC.UK> on behalf of Robbie
> > Joosten <robbie_joos...@hotmail.com>
> > Sent: Saturday, January 6, 2024 8:13 PM
> > To: CCP4BB@JISCMAIL.AC.UK <CCP4BB@JISCMAIL.AC.UK>
> > Subject: Re: [ccp4bb] Can Refmac5 refine temperature factor residue by
> > group?
> >
> >       You don't often get email from robbie_joos...@hotmail.com. Learn
> > why this is important <https://aka.ms/LearnAboutSenderIdentification>
> >
> >
> > One wonders who those "many people" are. You may not want to use them
> > as your go-to reference for refinement techniques.
> >
> > Anyway, Refmac cannot do grouped B-factor refinement, but you are not
> > missing out on anything. As Eleanor implied, one-per-residue B-factors
> give
> > unrealistic results. You are much better off using isotropic B-factors
> with tight
> > restraints (Refmac's default is already quite tight). Add TLS in your
> refinement
> > to see if that helps.
> > If you have a really poor data/parameter ratio you could go for a flat
> B-factor
> > model and try to capture most of the B-factor in the TLS model. This is
> > typically not needed at 3A, but there are exceptions (low solvent -more
> > atoms-  or low completeness -fewer reflections- are factors to
> consider). If
> > you do go for a flat B-factor model, you need to define sensible TLS
> groups.
> > This takes some trial and error.
> >
> > pdb-redo has decent algorithms to select the B-factor model and weight
> for
> > Refmac. You could use that as a starting point for your model.
> >
> > HTH,
> > Robbie
> >
> >
> >
> > On 6 Jan 2024 03:13, "chenzhonghao...@163.com"
> > <chenzhonghao...@163.com> wrote:
> >
> >
> >       Dear Prof. Dr. Dodson and all CCP4 community,
> >
> >
> >
> >         Thanks for your reply.
> >
> >
> >
> >        Just now, I used baverage. I found that it can average the B
> factor but
> > not refine it.
> >
> >         This function does not fit my requirement, because my resolution
> is
> > low as 3 A.
> >
> >        Many people said that Refmac5 overrefines the structure if I used
> > isotropic temperature refinement.
> >
> >
> >
> >       Did refmac5 or other programs in CCP4 have similar functions like
> > one_adp_group_per_residue or two_adp_groups_per_residue in Phenix?
> >
> >
> >
> >        Any help would be highly appreciated!
> >
> >
> >
> >
> > ________________________________
> >
> >       chenzhonghao...@163.com
> >
> >
> >               From: Eleanor Dodson <mailto:0000176a9d5ebad7-dmarc-
> > requ...@jiscmail.ac.uk>
> >               Date: 2024-01-05 23:48
> >               To: CCP4BB <mailto:CCP4BB@JISCMAIL.AC.UK
> <CCP4BB@JISCMAIL.AC.UK>>
> >               Subject: Re: [ccp4bb] Can Refmac5 refine temperature factor
> > residue by group?
> >
> >               Hmmm -  I am not sure about the value of this - one expects
> > the longer floppier side chains to have very different B values for the
> CB than
> > the OE2..
> >
> >               The program BAVERAGE gives you a plot of mean B value
> > residue by residue..
> >
> >
> >
> >
> >
> >
> >
> >               baverage - averages B over main and side chain atoms
> >
> >
> >               SYNOPSIS¶
> > <https://www.ccp4.ac.uk/html/baverage.html#synopsis>
> >
> >               baverage XYZIN foo_in.pdb RMSTAB foo_out1.tab XYZOUT
> > foo_out2.pdb
> >               [Keyworded input
> > <https://www.ccp4.ac.uk/html/baverage.html#keywords> ]
> >
> >               DESCRIPTION¶
> > <https://www.ccp4.ac.uk/html/baverage.html#description>
> >
> >
> >               A very simple minded program to read a PDB file, tabulate
> to
> > RMSTAB the average B values residue by residue (main chain and side chain
> > separately) and the RMS deviation of the B values from this mean. It also
> > outputs a PDB file with outlying B factors reset to lie within the given
> range.
> >
> >
> >               On Fri, 5 Jan 2024 at 03:08, chenzhonghao...@163.com
> > <mailto:chenzhonghao...@163.com <chenzhonghao...@163.com>>  <
> chenzhonghao...@163.com
> > <mailto:chenzhonghao...@163.com <chenzhonghao...@163.com>> > wrote:
> >
> >
> >                       Dear CCP4 community,
> >
> >                        I found that Refmac5 refined the temperature
> factor
> > only by four modes (see the bottom of the attached figure). However, no
> >                       grouped B-factor (one or two per residue instead of
> > one per atom) was found.
> >
> >                        Actually, PHENIX and CNS can do it. But we are not
> > familiar with both software. I want to know whether Refmac5 refines one
> or
> >                       two group B per residue (for side and main chains)
> > grouped temperature factor?
> >
> >                        Any help would be highly appreciated
> >
> >                        Thanks in advance.
> >
> >                       best,
> >
> >
> >                        Zhonghao Chen
> >
> >
> >
> >
> >
> >
> >
> >
> >
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> Hell
>
>
>
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