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Master Equation Study and Nonequilibrium Chemical Reactions for Hydrogen Molecule

机译:氢分子的主方程研究和非平衡化学反应

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The state-to-state cross sections and rates tor collisional transitions of rotational and vibrational states were first calculated by using quasi-classical trajectory calculations for H_2 + H_2 collisions. Accuracy of these calculations was verified by comparing them with the results of quantum mechanical and other quasi-classical trajectory calculations. A system of master equations was constructed for a total of 348 ro-vibrational states with these rate coefficients. Unlike in existing works, the internal states of the colliding particles were assumed to be distributed under a Boltzmann distribution specified by a nonequilibrium temperature. The nonequilibrium temperature was in turn determined from the ro-vibrational energy contents. From the results of the master equation calculation, the relaxation rate of vibrational and rotational modes, rate of relaxation of number densities, the average ro-vibrational energy transferred during dissociation, the quasi-steady state rate coefficients, and two-temperature rate coefficients were derived. The present results are different from those of Sharma ("Rotational Relaxation of Molecular Hydrogen at Moderate Temperatures," Journal of Thermophysics and Heat Transfer, Vol. 8, No. 1,1994, pp. 35-39) and of Furudate et al. ("Coupled Rotational-Vibrational Relaxation of Molecular Hydrogen at High Temperatures," Journal of Thermophysics and Heat Transfer, Vol. 20, No. 3, 2006, pp. 457-464), and agree closer with existing experimental data.
机译:首先使用准经典轨迹计算方法对H_2 + H_2碰撞计算出旋转和振动状态的状态间横截面和碰撞碰撞率。通过将它们与量子力学和其他准经典轨迹计算的结果进行比较,验证了这些计算的准确性。具有这些速率系数的共348个振动状态被建立了一个主方程组。与现有工作不同,假定碰撞粒子的内部状态分布在由非平衡温度指定的玻耳兹曼分布下。非平衡温度又由旋转振动的能量含量确定。从主方程计算的结果来看,振动和旋转模式的弛豫率,数密度的弛豫率,解离过程中传递的平均旋转振动能量,准稳态速率系数和双温度速率系数为派生。本发明的结果不同于Sharma(“适度温度下分子氢的旋转弛豫”,热物理和传热杂志,第8卷,第1期,1994,第35-39页)和Furudate等人的那些结果。 (“分子氢在高温下的旋转振动振动的耦合”,热物理与传热杂志,第20卷,第3期,2006年,第457-464页),并且与现有实验数据更加接近。

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