Thermal dissociation of diatomics in inert gases: A Nosé equation approach

The thermal dissociation of diatomics in inert gases has been the subject of numerous experimental and theoretical studies. There is excellent agreement between the measured and calculated bimolecular rate constants for H2, and this has become a test case for master-equation and other approaches. In...

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Published inThe Journal of chemical physics Vol. 93; no. 8; pp. 5616 - 5620
Main Authors Hamilton, I. P., Liu, L.
Format Journal Article
LanguageEnglish
Published Woodbury, NY American Institute of Physics 15.10.1990
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ISSN0021-9606
1089-7690
DOI10.1063/1.459632

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Abstract The thermal dissociation of diatomics in inert gases has been the subject of numerous experimental and theoretical studies. There is excellent agreement between the measured and calculated bimolecular rate constants for H2, and this has become a test case for master-equation and other approaches. In this paper we consider a Nosé equation approach, which is appropriate if the inert gas simply acts as a heat bath, as may be the case in the limit of infinite dilution of H2. We examine the extent to which the Nosé equation can thermalize the H2 dynamics for the temperature range 4000–10 000 K. We show that we can calculate meaningful pseudo-unimolecular rate constants for the temperature range 7000–10 000 K and, for this temperature range, we obtain an activation energy of 3.7±0.5 eV, which is compatible with the experimental value.
AbstractList The thermal dissociation of diatomics in inert gases has been the subject of numerous experimental and theoretical studies. There is excellent agreement between the measured and calculated bimolecular rate constants for H{sub 2}, and this has become a test case for master-equation and other approaches. In this paper we consider a Nose equation approach, which is appropriate if the inert gas simply acts as a heat bath, as may be the case in the limit of infinite dilution of H{sub 2}. We examine the extent to which the Nose equation can thermalize the H{sub 2} dynamics for the temperature range 4000--10 000 K. We show that we can calculate meaningful pseudo-unimolecular rate constants for the temperature range 7000--10 000 K and, for this temperature range, we obtain an activation energy of 3.7{plus minus}0.5 eV, which is compatible with the experimental value.
The thermal dissociation of diatomics in inert gases has been the subject of numerous experimental and theoretical studies. There is excellent agreement between the measured and calculated bimolecular rate constants for H2, and this has become a test case for master-equation and other approaches. In this paper we consider a Nosé equation approach, which is appropriate if the inert gas simply acts as a heat bath, as may be the case in the limit of infinite dilution of H2. We examine the extent to which the Nosé equation can thermalize the H2 dynamics for the temperature range 4000–10 000 K. We show that we can calculate meaningful pseudo-unimolecular rate constants for the temperature range 7000–10 000 K and, for this temperature range, we obtain an activation energy of 3.7±0.5 eV, which is compatible with the experimental value.
Author Hamilton, I. P.
Liu, L.
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Issue 8
Keywords Hydrogen
Theoretical study
Chemical dissociation
Kinetics
Thermal reaction
Rate constant
Inert gas
Language English
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Snippet The thermal dissociation of diatomics in inert gases has been the subject of numerous experimental and theoretical studies. There is excellent agreement...
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SubjectTerms 400201 - Chemical & Physicochemical Properties
ACTIVATION ENERGY
CHEMICAL REACTION KINETICS
CHEMICAL REACTIONS
Chemistry
DECOMPOSITION
DISSOCIATION
ELEMENTS
ENERGY
Exact sciences and technology
FLUIDS
GASES
General and physical chemistry
HYDROGEN
INERT ATMOSPHERE
INORGANIC, ORGANIC, PHYSICAL AND ANALYTICAL CHEMISTRY
KINETICS
NONMETALS
PYROLYSIS
RARE GASES
REACTION KINETICS
Theory of reactions, general kinetics. Catalysis. Nomenclature, chemical documentation, computer chemistry
THERMOCHEMICAL PROCESSES
ULTRAHIGH TEMPERATURE
Title Thermal dissociation of diatomics in inert gases: A Nosé equation approach
URI https://www.osti.gov/biblio/6279323
Volume 93
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