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Photodetachment dynamics from closed-shell anions in the presence of a bichromatic field

机译:双色场存在下与闭壳阴离子的光解动力学

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I have studied the dynamics of photodetachment from closed-shell anions in the presence of a two-color (bichromatic) laser field. The electronic states of halide ions are modeled by a 1-D Hamiltonian with a potential V(x) -V(0)e(-sigma x2). The two parameters V-0 and sigma- are fixed by requiring V(x) to reproduce the experimentally observed ground-state ionization energy of the halide ions concerned. The potentials so generated are shown to support only one bound state in each case. The time-dependent Fourier grid Hamiltonian method is used to follow the detachment dynamics with fairly high intensities of light. The environmental effects on the dynamics are sought to be modeled by allowing the well depth (V-0) to fluctuate randomly (V-0(t) = V-0[1 + Delta VR(t)]; R(t) randomly fluctuates between +1 and -1 with time, when Delta V is fixed). The average detachment rate constants k(av), are seen to increase with increase in the intensities of used bichromatic field. An alternative model potential, V(x) = -V(0)e(-sigma x), is also shown to yield similar results. (c) 2005 Wiley Periodicals, Inc.
机译:我研究了在存在双色(双色)激光场的情况下从闭壳阴离子进行光解的动力学。卤化物离子的电子态由一维哈密顿量建模,其电位为V(x)-V(0)e(-sigma x2)。通过要求V(x)再现实验中观察到的有关卤化物离子的基态电离能,可以固定两个参数V-0和sigma-。在每种情况下,如此产生的电势仅显示一种结合状态。时间相关的傅立叶网格哈密顿方法用于跟踪具有相当高的光强度的分离动力学。试图通过允许井深(V-0)随机波动(V-0(t)= V-0 [1 + Delta VR(t)]; R(t)随机波动来模拟对动力学的环境影响当Delta V固定时,它会在+1和-1之间随时间波动)。可以看出,平均分离速率常数k(av)随着所用双色场强度的增加而增加。替代模型电位V(x)= -V(0)e(-sigma x)也显示出相似的结果。 (c)2005年Wiley Periodicals,Inc.

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