http://www.cerfacs.fr/cantera/mechanisms/iso-oct.php
When I use either of those datasets however, the NO is not showing as present. For my own sake, I wanted to reproduce a graph shown in Heywood (p. 93 in the 1988ed.)
Other than the absence of NO, I feel like I am getting really close. Should I be evaluating the equilibrium of N2, O2 and NO for the same temperature and pressure conditions using another dataset once the equilibrium has been established for these other constituents. If so, why?
All help is appreciated, and many thanks to all of those whose work I have used knowingly or unknowingly to get this far. This includes creating the combustion datasets, founding/improving/maintaining Cantera, providing the example Matlab file (which I have changed only to suit my needs). It is really quite amazing how far you can get on such a complicated problem with the voluntary assistance of others.
Best Regards and Thanks for your help...
ideal_gas( name = "gas", elements = " C H N O Ar He ", species = ['curran: all', '''gri30: N NH NH2 NH3 NNH NO NO2 N2O HNO CN HCN H2CN HCNN HCNO HOCN HNCO NCO'''], reactions = "curran: all", initial_state = state(temperature=300.0, pressure=OneAtm))Hello All..I am trying to produce a plot of species versus equivalence ratio for the combustion of octane (as a start...methanol/ethanol and other motor fuels in the future). I am not a combustion specialist, I am doing this to try to help improve the methodology used by my university program in teaching introductory combustion to students including me in a program which specializes in internal combustion engines.There are a lot of examples using the GRI3.0 dataset, and a very nice example program is available in multiple areas which through Matlab produces this graph for CH4.This dataset is not intended for octane, but after some fumbling around I found a pair of datasets which do through this site:http://www.cerfacs.fr/cantera/mechanisms/iso-oct.php
When I use either of those datasets however, the NO is not showing as present. For my own sake, I wanted to reproduce a graph shown in Heywood (p. 93 in the 1988ed.)
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