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首页> 外文期刊>The Journal of Chemical Physics >TRANSITION STATE RESONANCES BY COMPLEX SCALING - A THREE-DIMENSIONAL STUDY OF CLHCL
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TRANSITION STATE RESONANCES BY COMPLEX SCALING - A THREE-DIMENSIONAL STUDY OF CLHCL

机译:复杂尺度的过渡态共振-CLHCL的三维研究

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Four lowest-lying transition state resonance energies and lifetimes in the three-dimensional ClH+Cl<--ClHCl-->Cl+HCl reaction are reported in this paper. This is the first application of the complex coordinate method to a three-dimensional, triatomic molecule with a double dissociation continuum, which has been handled by means of the hyperspherical coordinates. Two numerical strategies have been considered in order to make the calculations feasible, The first one consists in minimizing the dimension of the Hamiltonian matrix by prediagonalization of the basis set. This has been achieved in terms of the successive adiabatic reduction method of Bacic and Light [J. Chem, Phys. 85, 4594 (1986)], holding the hyperradius tired. The second strategy is to compute a reduced set of eigenvalues corresponding to the resonances by using the complex Lanczos algorithm, The number of Lanczos recursions required to achieve convergence is dramatically reduced by applying the iterative scheme to the complex scaled resolvant operator (E(0)-(H) over bar)(-1), rather than to the complex scaled Hamiltonian. Inversion of a large complex symmetric matrix is avoided by using an LU decomposition of the complex scaled Hamiltonian matrix (E(0)-(H) over bar) The proposed numerical approach appears to be very efficient and powerful for the study of large systems. (C) 1995 American Institute of Physics. [References: 76]
机译:本文报道了三维ClH + Cl <-ClHCl-> Cl + HCl反应中四个最低的跃迁态共振能和寿命。这是复坐标方法首次应用于具有双解离连续体的三维三原子分子,该方法已通过超球坐标进行了处理。为了使计算可行,已经考虑了两种数值策略,第一种是通过对角基组的对角线化来最小化哈密顿矩阵的维数。这是通过Bacic和Light的连续绝热还原方法实现的[J.化学,物理学。 85,4594(1986)],拿着超半径累了。第二种策略是通过使用复杂的Lanczos算法来计算与共振相对应的特征值的简化集合。通过将迭代方案应用于复杂的缩放分辨算子(E(0),可以显着减少实现收敛所需的Lanczos递归的数量。 -(H)超过bar)(-1),而不是复比例的哈密顿量。通过使用复杂比例的哈密顿矩阵的LU分解(E(0)-(H)over bar)可以避免大型复杂对称矩阵的求逆。所提出的数值方法对于大型系统的研究似乎非常有效且强大。 (C)1995年美国物理研究所。 [参考:76]

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