Replies: 4 comments
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Hi Edward, you should have a look how to add species and reactions to a model I am not sure a constraint-based model is what you are interested in. This looks much more like a kinetic model, especially because you have rates/parameters for the transitions So in summary:
Best Matthias |
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Hello Matthias, Kind regards, |
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Hi @teddiclax , You basically write a python script which creates the SBML objects, i.e. species, reactions, parameters, ... For an introductory tutorial see: For rule based approaches see for instance pySB, but I am not sure these can deal with infinity polymers either. Best Matthias |
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Good day Mattias,
Thank you very for the response. I will take a look at this and revert back
to you.
Kind regards,
Edward.
…On Tue, Dec 14, 2021 at 8:03 AM Matthias König ***@***.***> wrote:
Hi @teddiclax <https://github.com/teddiclax> ,
you could use sbmlutils (disclaimer: developed by me) to easily create the
SBML.
https://github.com/matthiaskoenig/sbmlutils
You basically write a python script which creates the SBML objects, i.e.
species, reactions, parameters, ...
For an example of a linear chain see the following
https://github.com/matthiaskoenig/sbmlutils/blob/develop/src/sbmlutils/examples/linear_chain.py
You would do something similar but iterate in a double loop over n and m
and add the respective objects.
This is NOT a rule based model, i.e. you would just create the objects up
to the n you would need in your model (at some point your ki will all be
zero, if you have a stable system without running against infinite polymer
length, so you don't have to model larger polymers).
For an introductory tutorial see:
https://www.youtube.com/watch?v=aGtXCK2KtX8
For rule based approaches see for instance pySB, but I am not sure these
can deal with infinity polymers either.
Let me know if you need help with sbmlutils to create your model.
Best Matthias
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Good day.
Referring to the above heading, I have been working on generating the stoichiometric matrix using the COBRAPY python module. The propagation, chain transfer and termination reaction(the combination is more important) are growing chains so I will really appreciate your assistance in providing the code or pseudocode for the reaction below:
I look forward to your timely response.
Kind regards,
Edward.
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