Hello all,
I am working on a smoldering problem of a hot polymer material.
Typical polymer have stabilizer (anti-oxidant) added and therefore there is some induction period before the polymer start oxidation reaction and heat up.
Is there any way to model such induction time by defining a autocatalytic reaction or any other method?
Any help or comments are greatly appreciated.
Best regards,
Tak Odagiri
Prof. Guillermo Rein
Imperial College London, UK
“Hope for the best and prepare for the worst” British proverb and B. Disraeli, 1833.
On 23 Jan 2025, at 00:58, Takashi Odagiri <takashi...@gmail.com> wrote:
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Alexander Castagna MEng ACGI FFSC AMIMechE MInstP
Research Postgraduate (PhD candidate) in Fire Science
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Research Scientist
PhD, MSc, BSc in Fire Safety Eng.
RISE Fire Research AS | Subsidiary of RISE Research Institutes of Sweden
M: +47 922 535 15
Dear all,
I am now looking into use of kinetic model 9 (Catalytic) to express an induction time in my polymer smoldering problem.
However, I find that there may be a mistake in GPYRO documentation.
The document states that the model is as follows.
Eq1. (1-α)n(1+Kcatαicat)
On the other hand, other documentations I find in other literature states that the model should be as follows.
Eq2. (1-α)n(1+Kcatα)
The difference is that the second conversion term (α) is of the reactant and not of the catalyst specie. In ordinary catalytic reaction, catalyst is not consumed nor produced in reaction, therefore the amount of catalyst is constant and thereby the conversion of catalyst must be zero (αicat=0).
In GPYRO, if I specify SPECIES_icat to be the reactant material then the model will run just as I expect.
Can anyone confirm that Eq2 is the correct form ?
I will attach a document I found (page 9, equation 13)
Best regards,
Tak Odagiri
An introduction to n-th order and autocatalysis reactions