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首页> 外文期刊>The Journal of Chemical Physics >Ab initio potential-energy surfaces of O-2(X-3 Sigma(-)(g),a (1)Delta(g),b(1)Sigma(+)(g))+O-2(X-3 Sigma(-)(g),a (1)Delta(g),b (1)Sigma(+)(g)): Mechanism of quenching of O-2(a (1)Delta(g))
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Ab initio potential-energy surfaces of O-2(X-3 Sigma(-)(g),a (1)Delta(g),b(1)Sigma(+)(g))+O-2(X-3 Sigma(-)(g),a (1)Delta(g),b (1)Sigma(+)(g)): Mechanism of quenching of O-2(a (1)Delta(g))

机译:O-2(X-3 Sigma(-)(g),a(1)Delta(g),b(1)Sigma(+)(g))+ O-2(X- 3 Sigma(-)(g),a(1)Delta(g),b(1)Sigma(+)(g)):O-2(a(1)Delta(g))的淬灭机理

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Ab initio computational studies were carried out in order to explore the possible mechanisms of quenching of O-2(a (1)Delta(g)) by O-2(X (3)Sigma(g)(-)): the self-quenching of O-2(a (1)Delta(g)) and other energy-transfer processes involving two O-2 molecules. All eighteen states arising from two O-2 molecules in the X (3)Sigma(g)(-), a (1)Delta(g), and b (1)Sigma(g)(+) states are considered. After scans at the state-averaged complete active space self-consistent field method to identify possible regions of crossing between states belonging to different asymptotes, complete active state second-order perturbation theory high-symmetry optimization and low-symmetry scans established that four different minima on the seams of crossing (MSXs), arising between the a+a manifold and the X+b manifold and responsible for self-quenching: O-2(a (1)Delta(g))+O-2(a (1)Delta(g))-> O-2(X (3)Sigma(g)(-))+O-2(b (1)Sigma(g)(+)), have coplanar C-2h or C-2v symmetries and are only 0.45 eV barrier relative to the a+a asymptote and energetically easily accessible. The rate constant for this process was estimated based on the Landau-Zener formalism. The MSXs for quenching of O-2(a (1)Delta(g)) by the ground state O-2(X (3)Sigma(g)(-)):O-2(a (1)Delta(g))+O-2(X (3)Sigma(g)(-))-> O-2(X (3)Sigma(g)(-))+O-2(X (3)Sigma(g)(-)) require higher energies and the process is not likely to be important. (c) 2005 American Institute of Physics.
机译:为了从O-2(X(3)Sigma(g)(-))淬灭O-2(a(1)Delta(g))的可能机理进行了从头算计算研究: O-2(a(1)Delta(g))的猝灭和其他涉及两个O-2分子的能量转移过程。考虑了由X(3)Sigma(g)(-),a(1)Delta(g)和b(1)Sigma(g)(+)状态中的两个O-2分子引起的所有十八个状态。在对状态平均的完整主动空间自洽场方法进行扫描以识别属于不同渐近线的状态之间可能穿过的区域之后,完整的主动状态二阶扰动理论通过高对称性优化和低对称性扫描确定了四个不同的最小值在交叉接缝(MSX)上,出现在a + a流形和X + b流形之间并负责自淬火:O-2(a(1)Delta(g))+ O-2(a(1 )Delta(g))-> O-2(X(3)Sigma(g)(-))+ O-2(b(1)Sigma(g)(+)),具有共面C-2h或C- 2v对称性,相对于a + a渐近线只有0.45 eV势垒,并且在能量上容易获得。此过程的速率常数是根据Landau-Zener形式主义估算的。用于通过基态O-2(X(3)Sigma(g)(-)):O-2(a(1)Delta(g)淬灭O-2(a(1)Delta(g))的MSX。 ))+ O-2(X(3)Sigma(g)(-))-> O-2(X(3)Sigma(g)(-))+ O-2(X(3)Sigma(g) (-))需要更高的能量,该过程不太重要。 (c)2005年美国物理研究所。

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