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Discontinuity in GAV Cp #1280
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also true for azide |
This has been brought up before (#792). I think the conclusion last time was that group additivity was giving a bad estimate for Cp. Cpinf is calculated by counting the number vibrational and rotational modes (here). In the two examples you give, it the Cpinf value appears to be much closer to the library values, which makes sense. The solution would then be improving the group additivity estimates for these species. |
Also, note that the process of fitting a NASA polynomial removes the discontinuity, for better or for worse. |
Thanks @mliu49 |
That's an interesting idea. Does Cp always monotonically increase with temperature? If so, it would definitely be possible to limit Cp to Cpinf. |
I think Cp is a monotonic function of T: a molecule should only gain degrees of freedom as T increases. |
Prof. Green corrected me in the last sub-group meeting that internal rotors have an ideal Cp = R at low T when they are hindered and behave as vibrations, while at higher T when they fully rotate they have Cp = 0.5 * R. Several of these throughout a molecule can cause Cp to decrease with increasing T. We could define a more conservative Cp inf. estimation where all rotors are counted as having Cp = R (not 0.5 * R), which could be an upper boundary for GAV Cp at any T. Edit: We should keeping the existing Cp inf. definition, the above will only be used for capping. |
This issue is being automatically marked as stale because it has not received any interaction in the last 90 days. Please leave a comment if this is still a relevant issue, otherwise it will automatically be closed in 30 days. |
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This issue is being automatically marked as stale because it has not received any interaction in the last 90 days. Please leave a comment if this is still a relevant issue, otherwise it will automatically be closed in 30 days. |
Cp from GAV for [N]=S (and presumably many other species) has a discontinuity at 1500 K.
The groups all have reasonable values up to 1500 K, but I'm not sure where the Cp(inf) value is derived from, which probably causes this:
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