2012
DOI: 10.1002/kin.20717
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Determination of rate parameters based on both direct and indirect measurements

Abstract: The determination of rate parameters of gas-phase elementary reactions is usually based on direct measurements. The rate parameters obtained in many independent direct measurements are then used in reaction mechanisms, which are tested against the results of indirect experiments, like time-to-ignition or laminar flame velocity measurements. We suggest a new approach that takes into account both direct and indirect measurements and optimizes all influential rate parameters. First, the domain of feasibility of t… Show more

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Cited by 137 publications
(136 citation statements)
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“…Improved presentation of the uncertainty information has been discussed by Nagy and Turanyi [60] and others. It was demonstrated [61] that dedicated optimization procedures may bring significantly reduced uncertainties varying with temperature and lead to an improvement in predicting ability [62].…”
Section: Reactionsmentioning
confidence: 98%
“…Improved presentation of the uncertainty information has been discussed by Nagy and Turanyi [60] and others. It was demonstrated [61] that dedicated optimization procedures may bring significantly reduced uncertainties varying with temperature and lead to an improvement in predicting ability [62].…”
Section: Reactionsmentioning
confidence: 98%
“…Error function values E i and E are expected to be near unity if the chemical kinetic model is accurate, and deviations of the measured and simulated results are caused by the scatter of the experimental data only. Note that due to the squaring in the definition of E, a twice as high deviation of the simulated and experimental values of one mechanism in comparison to another leads to a four times higher value of E. This objective function has been used in our previous studies on the comparison of reaction mechanisms [2] and the estimation of rate parameters from experimental data [3][4][5][6].…”
Section: <mentioning
confidence: 98%
“…The analysis supports previous findings by Nagy and Turányi concerning the treatment of correlations in the uncertainty parameters for Arrhenius expressions. [41][42][43] The correlations will also affect the interpretation of the sensitivity information as highlighted above. A high total sensitivity to E(RO 2 ) or E(TS2) will lead to a high sensitivity in the other because of their high correlation.…”
Section: Uncertainty Factors For Elementary Rate Coefficientsmentioning
confidence: 99%