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Tunneling in the 1,5 H-migration reaction of the prototypical O_2QOOH: ·OOCH_2CH_2CH_2OOH

机译:隧道在原型O_2QOOH:·OOCH_2CH_2CH_2OOH的1,5 H迁移反应中

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Autoignition of diesel fuel depends on a sequence of reactions leading to radical chain propagation and chain branching. The precursor to chain branching is the 1,5 H-migration in O_2QOOH, e.g., ·OOCH_2CH_2CH_2OOH → HOOCH_2CH_2CH=O + OH (1) Multidimensional tunneling is used to examine the extent of tunneling in this reaction, and its dependence on assumptions about the stability of a putative HOOCH_2CH_2·HOOH intermediate. Tunneling corrections to the transition state theory (TST) rate constant were carried out in the framework of the small curvature tunneling (SCT) approximation, which is a semiclassical approach that gives accurate results for unimolecular H-migration reactions. In addition, the quantum mechanical rate constant was directly computed using the fully coupled anharmonic semi-classical transition state theory (SC-TST) approach of Miller, as recently implemented in the MultiWell program suite. This approach has a technical advantage over SCT in that, like TST, it only requires characterization of the reactant and transition state, rather than characterization of a significant section of the reaction path. SCTST calculations indicate significant effects of coupled anharmonicity at relevant temperatures, leading to increases in the rate constant of a factor of 8-10 versus that computed without anharmonicity. SC-TST tunneling coefficients were inferred from comparing SC-TST rate constants with classical rate constants computed by omitting coupling of the reaction coordinate with other modes. Agreement was good at temperatures relevant to combustion and autoignition. Unfortunately, agreement was very poor at room temperature. Assumptions about the stability of the putative HOOCH_2CH_2C·HOOH intermediate have little effect on the predicted tunneling corrections at relevant temperatures. Tunneling corrections, κ(T), computed using the inexpensive Eckart approximation closely approximates SCT predictions at temperatures relevant to autoignition and combustion.
机译:柴油燃料的自燃取决于导致激进链繁殖和链分支的一系列反应。链分支的前体是O_2QOOH中的1.5 H迁移,例如,OOCH_2CH_2CH_2OOH→HOOCH_2CH_2CH = O + OH(1)多维隧道用于检查该反应中的隧道的程度,以及其对关于的假设的依赖性推定Hooch_2CH_2·HOOH中间的稳定性。在小曲率隧道(SCT)近似的框架中进行转换状态理论(TST)速率常数的隧道校正,这是一种半分子方法,其为单分子的H迁移反应提供准确的结果。此外,使用米勒的完全耦合的Anharmonic半经典转换状态理论(SC-TST)方法直接计算量子机械速率常数,如Multwell节目套件中最近实现的。该方法具有通过SCT的技术优势,因为如TST,它只需要对反应物和过渡状态的表征,而不是表征反应路径的显着部分。 SCTST计算表明耦合Anharmonicity在相关温度下的显着影响,从而增加8-10因子的速率常数与没有anharmonicity的计算。通过通过通过省略与其他模式来省略反应坐标的耦合来比较与经典速率常数的SC-TST速率常数的SC-TST隧道系数推断。协议擅长与燃烧和自燃有关的温度。不幸的是,在室温下,协议非常差。关于推定的HOOCH_2CH_2C·HOOH中间体的稳定性的假设对相关温度的预测隧道校正几乎没有影响。使用廉价的Eckart近似计算的隧道校正,κ(t)非常近似于与自燃和燃烧相关的温度的SCT预测。

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