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Ab initio chemical kinetics for the reactionsof HNCN with O(3P) and O2

机译:AB Initio化学动力学,用于HNCN与O(3P)和O2的反应

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The kinetics and mechanisms of the reactions of cyanomidyl radical (HNCN) with oxygen atoms and molecules have been investigated by ab initio calculations with rate constant prediction. The doublet and quartet state potential energy surfaces (PESs) of the two reactions have been calculated by single-point calculations at the CCSD(T)/6-311+G(3df, 2p) level based on geometries optimized at the CCSD/ 6-311++G(d, p) level. The rate constants for various product channels of the two reactions in the temperature range of 300–3000 K are predicted by variational transition state and RRKM theories. The predicted total rate constants of the O(3P) + HNCN reaction at 760 Torr Ar pressure can be represented by the expressions ktotal (O + HNCN) = 3.12 ×10-10 ×T-0.05 exp (-37/T) cm3 molecule-1 s-1 at T = 300– 3000 K. The branching ratios of primary channels of the O(3P) + HNCN are predicted: k1 for producing the NO + CNH accounts for 0.72–0.64, k2 + k9 for producing the 3NH + NCO accounts for 0.27–0.32, and k6 for producing the CN + HNO accounts for 0.01–0.07 in the temperature range studied. Meanwhile, the predicted total rate constants of the O2 + HNCN reaction at 760 Torr Ar pressure can be represented by the expression, ktotal(O2 + HNCN) = 2.10 ×10-16 ×T1.28exp (-12200/T) cm3 molecule-1 s-1 at T = 300–3000 K. The predicted branching ratio for k11 + k13 producing HO2 + 3NCN as the primary products accounts for 0.98–1.00 in the temperature range studied.
机译:通过恒定预测的AB Initio计算研究了氰基酰亚胺基团(HNCN)与氧原子和分子反应的动力学和机制。两种反应的双峰和四重奏状态电位能量表面(PES)已经通过基于在CCSD / 6处优化的几何形状的几何形状计算的CCSD(T)/ 6-311 + G(3DF,2P)电平计算-311 ++ g(d,p)水平。通过变分过渡状态和RRKM理论预测了300-3000k温度范围内的两个反应的各种产品通道的速率常数。在760托AR压力下的O(3P)+ HNCN反应的预测总常数可以由表达ktotal(O + HNCN)= 3.12×10-10×T-0.05 exp(-37 / t)cm3分子表示-1s -1在t = 300- 3000k处。预测O(3p)+ hncn的主要通道的分支比率:K1用于制备NO + CNH占0.72-0.64,K2 + K9的3NH + NCO占0.27-0.32的账户,用于在研究的温度范围内为CN + HNO占0.01-0.07的K6。同时,760托AR压力下的O2 + HNCN反应的预测总速率常数可以通过表达,Ktotal(O 2 + HNCN)= 2.10×10-16×T1.28Exp(-1200 / t)cm3分子来表示在T = 300-3000 k下,如初级产物所占研究的温度范围内的K11 + K13的预测分支比为初级产物占0.98-1.00。

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