Department of Physics, University of Crete, Heraklion 71110, Crete, Greece.
J Chem Phys. 2010 Jun 14;132(22):224310. doi: 10.1063/1.3429744.
We present an a(q) (k)(s) polarization-parameter model to describe product angular momentum polarization from the one-photon photodissociation of polyatomic molecules in the molecular frame. We make the approximation that the final photofragment recoil direction is unique and described by the molecular frame polar coordinates (alpha,phi(i)), for which the axial recoil approximation is a special case (e.g., alpha=0). This approximation allows the separation of geometrical and dynamical factors, in particular, the expression of the experimental sensitivities to each of the a(q) (k)(s) in terms of the molecular frame polar angles (chi(i),phi(i)) of the transition dipole moment mu(i). This separation is applied to the linearly polarized photodissociation of polyatomic molecules (asymmetric, symmetric, and spherical top molecules are discussed) and to all dissociation mechanisms that satisfy our recoil approximation, including those with nonaxial recoil and multiple state interference, giving important insight into the geometrical properties of the photodissociation mechanism. For example, we demonstrate that the ratio of polarization parameters A(0) (k)(aniso)/A(0) (k)(iso)=beta (where beta is the spatial anisotropy parameter) is an indication that the dynamics can be explained by a single dissociative state. We also show that for asymmetric top photodissociation, the sensitivity to the a(1) (k)(s) parameters, which can arise either from single-surface or multiple-surface interference mechanisms, is nonzero only for components of the transition dipole moments within the v-d plane of the recoil frame.
我们提出了一个(a)(k)(s)极化参数模型,用于描述在分子框架中多原子分子的单光子光解产物的角动量极化。我们做了一个近似,即最终光碎片的反冲方向是唯一的,由分子框架极坐标(alpha,phi(i))描述,其中轴向反冲近似是一个特例(例如,alpha=0)。这个近似允许分离几何和动力学因素,特别是用分子框架极角(chi(i),phi(i))表示实验对每个(a)(k)(s)的灵敏度的表达式。这种分离适用于多原子分子的线性偏振光解(讨论了不对称、对称和球形顶分子)和满足我们反冲近似的所有离解机制,包括具有非轴向反冲和多态干涉的机制,这为光解机制的几何性质提供了重要的见解。例如,我们证明了极化参数 A(0) (k)(aniso)/A(0) (k)(iso)=beta 的比值(其中 beta 是空间各向异性参数)表明动力学可以用单个离解态来解释。我们还表明,对于不对称顶光解,a(1) (k)(s)参数的灵敏度,它可以来自单表面或多表面干涉机制,只有在反冲框架的 v-d 平面内的跃迁偶极矩分量才有非零值。