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General application of Tolman's concept of activation energy

机译:Tolman激活能量概念的一般应用

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We present a generalization of Tolman's concept of activation energy applicable to thermal and non-thermal reactions in molecular dynamics simulations of reactions in bulk gases. To illustrate the applicability of the method, molecular dynamics calculations were carried out for the NVT ensemble to determine the activation energies of O-2 + H-2 - H + HO2 and 2O(2) + H-2 - 2HO(2) from MD simulation results for [H-2]/[O-2] = 1 at 3000 K using the reactive force field, ReaxFF. Assuming local thermodynamic equilibrium, we define the reaction cluster local energy, the energy of the atoms participating in an individual reaction, which is conserved. The generalized Tolman activation energy (GTE(a)) approach is applicable to reactions of any molecularity. Although we have applied GTE(a) for thermal conditions, it is applicable to chemistry occurring under non-thermal conditions because it rests upon local rather than global equilibrium. We have defined the transition configurations, unique points that define a seam separating reactants and products at which the local energies of the reactants and products become equal. Published by AIP Publishing.
机译:我们展示了Tolman的激活能概念的概念,适用于在散装气体中的反应的分子动力学模拟中的热和非热反应。为了说明该方法的适用性,对NVT合奏进行了分子动力学计算,以确定O-2 + H-2的激活能量。 H + HO2和2O(2)+ H-2 - & 2HO(2)来自MD模拟,使用反应力场,Reaxff的[H-2] / [O-2] = 1以3000k为本。假设局部热力学平衡,我们定义了反应聚类局部能量,参与各个反应的原子的能量,这是保守的。广义Tolman激活能量(GTE(A))方法适用于任何分子的反应。虽然我们已经应用了热情条件的GTE(a),但适用于在非热条件下发生的化学,因为它在局部而不是全球平衡时静止。我们已经定义了过渡配置,独特的点,其定义接缝分离反应物和反应物和产品的局部能量变得相等的产品。通过AIP发布发布。

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