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Description
Hi all,
Looking for help on this issue with RMG's estimated rates for reactions between O2(T) and CH2(T), specifically O2(2) + CH2(T) <=> H + [O]C=O
For context, I started to rebase two years worth of RMG-database additions pertaining to PFAS chemistry onto my updated main branch of RMG database.
To check that things are working properly, I build a model for fluoromethane (CH3F) and test the flame speed. When I generate and test the flame speed of the model on my outdated development branch, the flame speed looks good! However, after rebasing my changes onto an updated main branch, the CH3F flame speed is ~30 cm/s higher than it should be. : (
This jump in flame speed is triggered by a new library I have added, ANL_Brown_pdep, which includes new calculated rates from our recent publication. This library includes an initial decomposition of CH3F into HF + CH2(T). Following this initial decomposition, RMG then reacts CH2(T) + O2(2) in a pdep network to get H + [O]C=O. On my development branch, this rate was a lot lower. On the rebased branch, this rate is a lot higher (due to some new training data from others).
Even if I don't make any changes to the kinetic families on the updated main branch and simply introduce my ANL_Brown_pdep library, the estimated O2(2) + CH2(T) <=> H + [O]C=O rate still leads to a grossly high flame speed. It seems like, on the main RMG-database branch, this reaction rate is a lot higher than it should be (and we become aware of this high rate only when the ANL_Brown_pdep library opens up that initial pathway of CH3F <=> HF + CH2(T).
CH2(T) + O2(2) is a very well studied pathway; our RMG libraries (and the literature) include many reactions starting with CH2(T) + O2(2) (see below), but none with products of H + [O]C=O. I think because it's concluded to be not important...
Has anyone else experienced this issue with the pdep networks that react O2(T) + CH2(T)?
Thinking of ways to get around this. One is to find the reactions that make up the pdep network that produced O2(2) + CH2(T) <=> H + [O]C=O, then add in training reactions to the appropriate family to correct these estimates.
@rwest might have other thoughts, so we can all discuss here.