On Tue, Oct 18, 2022 at 12:43 PM Sanjeet Singh <[email protected]> wrote:
>
> Hello Christoph,
>
> I have run a 1000 ns atomistic vacuum simulation to get bonded distribution 
> with exclusions obtained using the following command:
>
> csg_boltzmann --top topology.xml --cg mapping.xml --excl exclusions.txt
>
> Then, I am getting my  bonded distribution using the following command:
>
> csg_boltzmann --top topology.xml --trj Trajectory2.dump --cg PEO-10.xml 
> --first-frame 500000 < boltzmann_cmds_dist
>
> After getting my bonded distribution I want to use Boltzmann Inversion to get 
> my bonded potential using the following command:
>
> csg_boltzmann --top topology.xml --trj Trajectory2.dump --cg PEO-10.xml 
> --first-frame 500000 < boltzmann_cmds
>
> Now, suppose I want to do the Boltzmann Inversion for a Bond-AB for which I 
> am using the boltzmann_cmds file with the following options:
>
> tab set T 300
> tab set scale bond    #SCALING IS NEEDED TO GET THE VOLUME NORMALIZED 
> DISTRIBUTION FUNCTION i.e. dividing the distribution by 4pir^2
> tab set auto 0
> tab set min ______
> tab set max _____
> tab set n 100
> tab bond-AB.potential-file-100.ib *bond-AB*
>
> Then in the above lines, what should be the value of min and max?
>
> I am attaching the bonded distribution file for BOND-AB here, and also the 
> plot of BOND-AB distribution.
>
> If I go by the BOND-AB distribution file, then maybe I can use min = 
> 0.348425, and max = 0.369061. As before this min and after the max value, I 
> have 0 probability for some bond length.
>
> Or, should I select min and max from the plot of the distribution? And select 
> min = 0.351, and max = 0.367, i.e. the range where I have the normal 
> distribution in the plot.
Short answer is for csg_botlzmann it doesn't really matter.
However, for csg_inverse the min and max matter, so the boltzmann
inversion from the target distribution (<name>.dist.tgt) is done
correctly, if you don't provide an initial guess for the potential
(<name>.pot.in)

Christoph

>
>  Thank you. I would appreciate any advice you have for me.
>
>
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-- 
Christoph Junghans
Web: http://www.compphys.de

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