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首页> 外文期刊>The Journal of Chemical Physics >Photofragment angular momentum distributions in the molecular frame: Determination and interpretation
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Photofragment angular momentum distributions in the molecular frame: Determination and interpretation

机译:分子框架中的光碎片角动量分布:测定和解释

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摘要

Photolysis of molecule typically yields open-shell photofragments having angular momenta. A procedure is described for the measurement of the photofragment angular momentum distribution in terms of polarization parameters a_q~((k)) (p) which are expressed in the molecular frame and which may be related to the transition dipole matrix elements. The index (p) indicates either a parallel transition (||), a perpendicular transition (perpendicular), or a mixed transition (||, perpendicular) having both parallel and perpendicular character. This procedure has the advantage that it decouples the angular momentum distributions in the molecular frame from the photofragment angular distributions in the laboratory frame, which gives new insight into the photodissociation dynamics. For cases in which k <= 2 and with linearly polarized photolysis light, the photofragment angular momentum distribution arising from pure parallel transitions can be described with only one parameter, a_0~((2))(||); photofragment angular momentum distributions arising from pure perpendicular transitions require only two parameters, a_0~((2))(perpendicular) and a_2~((2))(perpendicular); photofragment angular momentum distributions arising from mixed transitions, having both parallel and perpendicular character, can be described with five parameters: the two (coherent) interference terms Im[a_1~((1))(||, perpendicular)] and Re[a_1~((2))(||, perpendicular)] in addition to the three incoherent terms mentioned above. We describe procedures for the measurement of the complete angular momentum distribution of state-selected photofragments using laser detection (such as REMPI) and some form of laboratory velocity selection (such as time-of-flight mass spectrometry, Doppler spectroscopy, or ion imaging). The laser-detection probability of a single photofragment is presented in the form I = 1 + f[#theta#_#epsilon#, #THETA#, #PHI#, #beta#, a_q~((k))(p)], where #theta#_#epsilon# is the angle between the recoil direction and the photolysis polarization, #THETA# and #PHI# are the spherical polar angles describing the orientation of the probe polarization about the recoil direction, and #beta# is the spatial anisotropy parameter. The physical significance of the a_q~((k))(p) is discussed; in particular, the a_0~((k))(||) and a_0~((k))(perpendicular) describe the photofragment m-state distribution along the recoil direction; the a_2~((k))(perpendicular) describe how broken cylindrical symmetry in the parent molecule is reflected in the photofragment angular momentum distribution in a plane perpendicular to the recoil direction; and the a_1~((k))(||, perpendicular) are related to the asymptotic phase difference associated with the interfering channels, and are thus sensitive to the shapes of the dissociative surfaces.
机译:分子的光解通常产生具有角动量的开壳光致碎裂。根据在分子框架中表达的并且可能与跃迁偶极矩阵元素有关的偏振参数a_q〜((k))(p)描述了一种测量光碎片角动量分布的程序。索引(p)表示具有平行和垂直特性的平行过渡(||),垂直过渡(垂直)或混合过渡(||垂直)。该方法的优点在于,它可以将分子框架中的角动量分布与实验室框架中的光碎裂角分布解耦,从而为光解离动力学提供了新的见识。对于k <= 2且具有线性偏振光解光的情况,仅由一个参数a_0〜(((2))(||)就可以描述由纯平行跃迁引起的光碎片角动量分布。由纯垂直跃迁产生的光碎裂角动量分布仅需要两个参数a_0〜((2))(垂直)和a_2〜((2))(垂直);由混合转变产生的具有平行和垂直特性的光碎裂角动量分布可以用五个参数来描述:两个(相干)干涉项Im [a_1〜((1))(||,垂直)]和Re [a_1 〜((2))(||,垂直)]除上述三个非相干术语外。我们描述了使用激光检测(例如REMPI)和某种形式的实验室速度选择(例如飞行时间质谱,多普勒光谱或离子成像)来测量状态选定的光碎片的完整角动量分布的过程。 。单个光片段的激光检测概率以I = 1 + f [#theta#_#epsilon#,#THETA#,#PHI#,#beta#,a_q〜((k))(p)的形式表示],其中#theta#_#epsilon#是反冲方向和光解极化之间的角度,#THETA#和#PHI#是描述探针极化围绕反冲方向的球形极角,而#beta#是空间各向异性参数。讨论了a_q〜((k))(p)的物理意义;特别地,a_0〜(((k))(||)和a_0〜((k))(垂直)描述了沿反冲方向的光碎片m态分布。 a_2〜((k))(垂直)描述了母体分子中破碎的圆柱对称性如何在垂直于反冲方向的平面上的光碎片角动量分布中反映出来;和a_1〜((k))(||,垂直)与与干扰通道相关的渐近相位差有关,因此对解离表面的形状敏感。

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