Volume 5, Issue 1
Density Functional Theory Study of the Catalytic Reaction of $N_2O(^1\sum)$ with $CO(^1\sum^+)$ by $Ni^+$

Dong-Ping Chen, Ke Gai, Chao Kong, Yan-Xia Han, Li-Jie Hou & Bo-Wang Wu

J. At. Mol. Sci., 5 (2014), pp. 9-20.

Published online: 2014-05

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  • Abstract

The mechanism of the cyclic reaction $CO(C_{\infty v}, ^1\sum^+) + N_2O(C_{\infty v}, ^1\sum^+) \rightarrow N_2 (D_{\infty h}, ^1\sum^+_g)+ CO_2(D_{\infty h},^1\sum^+_g)$ catalyzed by $Ni^+$ has been investigated on both double and quartet potential energy surfaces (PESs). The reactions were studied by the UB3LYP density functional theory. The calculated results of different spin PES show that the reaction proceeds in a two-step manner and spin crossing between different PES occurs. The involved crossing between the PES has been discussed by means of the intrinsic reaction coordinate approach used by Yoshizawa et al., and the crossing points were located. Furthermore, the spin-orbit coupling (SOC) is calculated between electronic states of different multiplicities at the crossing points to estimate the intersystem crossing probabilities.

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@Article{JAMS-5-9, author = {Chen , Dong-PingGai , KeKong , ChaoHan , Yan-XiaHou , Li-Jie and Wu , Bo-Wang}, title = {Density Functional Theory Study of the Catalytic Reaction of $N_2O(^1\sum)$ with $CO(^1\sum^+)$ by $Ni^+$}, journal = {Journal of Atomic and Molecular Sciences}, year = {2014}, volume = {5}, number = {1}, pages = {9--20}, abstract = {

The mechanism of the cyclic reaction $CO(C_{\infty v}, ^1\sum^+) + N_2O(C_{\infty v}, ^1\sum^+) \rightarrow N_2 (D_{\infty h}, ^1\sum^+_g)+ CO_2(D_{\infty h},^1\sum^+_g)$ catalyzed by $Ni^+$ has been investigated on both double and quartet potential energy surfaces (PESs). The reactions were studied by the UB3LYP density functional theory. The calculated results of different spin PES show that the reaction proceeds in a two-step manner and spin crossing between different PES occurs. The involved crossing between the PES has been discussed by means of the intrinsic reaction coordinate approach used by Yoshizawa et al., and the crossing points were located. Furthermore, the spin-orbit coupling (SOC) is calculated between electronic states of different multiplicities at the crossing points to estimate the intersystem crossing probabilities.

}, issn = {2079-7346}, doi = {https://doi.org/10.4208/jams.031313.062013a}, url = {http://global-sci.org/intro/article_detail/jams/8285.html} }
TY - JOUR T1 - Density Functional Theory Study of the Catalytic Reaction of $N_2O(^1\sum)$ with $CO(^1\sum^+)$ by $Ni^+$ AU - Chen , Dong-Ping AU - Gai , Ke AU - Kong , Chao AU - Han , Yan-Xia AU - Hou , Li-Jie AU - Wu , Bo-Wang JO - Journal of Atomic and Molecular Sciences VL - 1 SP - 9 EP - 20 PY - 2014 DA - 2014/05 SN - 5 DO - http://doi.org/10.4208/jams.031313.062013a UR - https://global-sci.org/intro/article_detail/jams/8285.html KW - density functional theory, crossing point, molecule orbital(MO), natural bond orbital (NBO), spin-orbit coupling (SOC). AB -

The mechanism of the cyclic reaction $CO(C_{\infty v}, ^1\sum^+) + N_2O(C_{\infty v}, ^1\sum^+) \rightarrow N_2 (D_{\infty h}, ^1\sum^+_g)+ CO_2(D_{\infty h},^1\sum^+_g)$ catalyzed by $Ni^+$ has been investigated on both double and quartet potential energy surfaces (PESs). The reactions were studied by the UB3LYP density functional theory. The calculated results of different spin PES show that the reaction proceeds in a two-step manner and spin crossing between different PES occurs. The involved crossing between the PES has been discussed by means of the intrinsic reaction coordinate approach used by Yoshizawa et al., and the crossing points were located. Furthermore, the spin-orbit coupling (SOC) is calculated between electronic states of different multiplicities at the crossing points to estimate the intersystem crossing probabilities.

Dong-Ping Chen, Ke Gai, Chao Kong, Yan-Xia Han, Li-Jie Hou & Bo-Wang Wu. (1970). Density Functional Theory Study of the Catalytic Reaction of $N_2O(^1\sum)$ with $CO(^1\sum^+)$ by $Ni^+$. Journal of Atomic and Molecular Sciences. 5 (1). 9-20. doi:10.4208/jams.031313.062013a
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