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Adaptive coarse graining method for energy transfer and dissociation kinetics of polyatomic species

机译:多元素能量转移和解离动力学的适应性粗磨法

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A novel reduced-order method is presented for modeling reacting flows characterized by strong non-equilibrium of the internal energy level distribution of chemical species in the gas. The approach seeks for a reduced-order representation of the distribution function by grouping individual energy states into macroscopic bins, and then reconstructing state population using the maximum entropy principle. This work introduces an adaptive grouping methodology to identify and lump together groups of states that are likely to equilibrate faster with respect to each other. To this aim, two algorithms have been considered: the modified island algorithm and the spectral clustering method. Both methods require a measure of dissimilarity between internal energy states. This is achieved by defining "metrics" based on the strength of the elementary rate coefficients included in the state-specific kinetic mechanism. Penalty terms are used to avoid grouping together states characterized by distinctively different energies. The two methods are used to investigate excitation and dissociation of N-2 ((1)Sigma(+)(g)) molecules due to interaction with N (S-4(u)) atoms in an ideal chemical reactor. The results are compared with a direct numerical simulation of the state-specific kinetics obtained by solving the master equations for the complete set of energy levels. It is found that adaptive grouping techniques outperform the more conventional uniform energy grouping algorithm by providing a more accurate description of the distribution function, mole fraction and energy profiles during non-equilibrium relaxation. Published by AIP Publishing.
机译:提出了一种新的减少阶方法,用于建模反应流,其特征在于气体中化学物质的内部能级分布的强不平衡。该方法通过将单个能量状态分组到宏观箱中,从分布函数分配到宏观箱,然后使用最大熵原理重建状态群体来寻求分布函数的减少表示。这项工作介绍了自适应分组方法,以识别和统一的群体,这些群体可能相对于彼此更快地平衡。为此目的,已经考虑了两种算法:修改的岛算法和光谱聚类方法。两种方法都需要衡量内部能量状态之间的异化性。这是通过基于状态特定动力学机制中包括的基本速率系数的强度定义“度量”来实现这一点。惩罚术语用于避免以独特不同的能量分组的特征在一起。这两种方法用于研究由于在理想的化学反应器中与N(S-4(U))原子的相互作用而导致的N-2((1)σ(+)(G))分子的激发和解离。将结果与通过求解完整的能量水平的主方程而获得的状态特定动力学的直接数值模拟。发现自适应分组技术通过在非平衡松弛期间提供更准确的分布函数,摩尔分数和能量分布来优异地呈现更传统的均匀能量分组算法。通过AIP发布发布。

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