重+轻-重原子反应中的共振:对微分截面和积分截面以及过渡态光剥离光谱的影响

G. Schatz, D. Sokolovski, J. Connor
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引用次数: 28

摘要

从理论上研究了共振对化学反应可观测性质的影响,特别是对I + HI→IH + I和Cl + HCl→ClH + Cl的影响。我们所有的计算都使用超球坐标和精确的耦合通道解来解决薛定谔方程在三维中的反应散射。对于I + HI,我们研究了总角动量量子数为零时势面变化对过渡态IHI -光剥离谱的影响。使用了四种不同的I + HI London-Eyring-Polanyi-Sato (LEPS)表面,经典势垒高度从0.048到0.243 eV不等。详细研究了光剥离光谱的低能部分;发现共振和直接散射引起的光谱峰随着势垒高度的增加而上移,能量变宽。得到了其中一个表面的理论峰宽和间距与实验峰宽和间距的近似匹配。然而,峰强度不同,表明LEPS表面可能不足以完全表征所观察到的光谱。对于Cl + HCl,为了研究过渡态量子数(ν1, ν2, ν3)=(0,0,2)(ν1=对称拉伸,v2=弯曲,V3=不对称拉伸量子数)的单孤立共振的散射特性,我们进行了离心突然超球计算。这种相对狭窄的(宽度为4 meV)共振在某些状态分解反应概率中产生大量峰,从而导致积分截面中的光滑阶梯行为,以及微分截面中的Breit-Wigner(或Lorentzian)峰。建立了简单的动力学模型来解释这些结果。
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Resonances in heavy + light–heavy atom reactions: influence on differential and integral cross-sections and on transition-state photodetachment spectra
The effect of resonances on the observable properties of chemical reactions is studied theoretically, in particular for I + HI → IH + I and Cl + HCl → ClH + Cl. All of our calculations use hyperspherical coordinates and accurate coupled-channel solutions to the Schrodinger equation for reactive scattering in three dimensions. For I + HI, we investigate the effect of potential surface variation on transition-state IHI– photodetachment spectra for total angular momentum quantum number equal to zero. Four different I + HI London–Eyring–Polanyi–Sato (LEPS) surfaces are used, with classical barrier heights varying from 0.048 to 0.243 eV. The low-energy portion of the photodetachment spectra are examined in detail; it is found that peaks in the spectra arising from resonances and from direct scattering move up and broaden in energy as the barrier height is increased. An approximate match of the theoretical peak widths and spacings with the experimental ones is obtained for one of the surfaces. However, the peak intensities differ, suggesting that LEPS surfaces may not be adequate to characterize fully the observed spectra. For Cl + HCl, we perform a centrifugal-sudden hyperspherical calculation in order to examine the scattering properties of the single isolated resonance with transition-state quantum numbers (ν1, ν2, ν3)=(0, 0, 2)(where ν1= symmetric stretching, v2= bending, V3= asymmetric stretching quantum numbers). This relatively narrow (width 4 meV) resonance produces substantial peaks in certain state resolved reaction probabilities, which leads to a smooth step-like behaviour in the integral cross-sections, and Breit–Wigner (or Lorentzian) peaks in the differential cross-sections. Simple dynamical models are developed which explain these results.
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