首页> 外文期刊>The Journal of Chemical Physics >Predissociation dynamics of D-2 + hv -> D(1s(1/2)) + D(2p(1/2,3/2), 2s(1/2)) revealed by the spin-orbit state resolved fragment branching ratios and angular distributions
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Predissociation dynamics of D-2 + hv -> D(1s(1/2)) + D(2p(1/2,3/2), 2s(1/2)) revealed by the spin-orbit state resolved fragment branching ratios and angular distributions

机译:D-2 + HV - > D的预选动力学(1S(1/2))+ D(2P(1/2,3 / 2),2S(1/2)),由旋转轨道状态分离的片段分支显示 比率和角度分布

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摘要

For molecular photodissociations, the spin-orbit state resolved fragment branching ratios and angular distributions provide deep insight into the dynamics. For the first excited state of the H(2p(1/2,3/2)) atom, a branching ratio measurement is a challenge because of small energy spacing between them. For the D(2p(1/2,3/2)) fragments from the predissociation of D2 + 14.76 eV D(1s) + D(2s, 2p1/2,3/2) in the 2p - C1 - u (n = 19) state, we made such measurements by pumping the D(2s, 2p(1/2,3/2)) fragments to high-lying Rydberg states that are subsequently ionized by a delayed-pulse electric field. In the 2p + C1 Pi(u) (nu = 19) state, the D2 molecule dissociates via both shape and Feshbach resonances correlating to the channels D(1s) + D(2p(3/2)) and D(1s) + D(2p(1/2)), respectively. The measured spin-orbit branching ratios, 2p(3/2)/(2p(1/2) + 2p(3/2)), correspond to the diabatic limit, 2/3, which indicates strong spin-orbit state mixings near the dissociation limits. The spin-orbit state resolved fragment angular distributions also support the diabatic dissociation mechanism and illustrate simultaneous shape and Feshbach resonances for the R(0) transition.
机译:对于分子光度分辨,旋转轨道状态分离的片段分支比和角分布可以深入了解动态。对于H的第一个激发状态(2P(1 / 2,3 / 2))原子,分支比测量是由于它们之间的小能量间距来挑战。对于D2 + 14.76eV D(1S)+ D(2S)+ D(2S,2P1 / 2,3 / 2)的D2 + 14.76eV D(2s,2p1 / 2,3 / 2)的碎片(n)(n)(n)(n = 19)状态,通过将D(2s,2,3 / 2))片段泵送到随后被延迟脉冲电场被电离的高躺铃木状态进行了这种测量。在2P + C1 pi(U)(Nu = 19)状态下,D2分子通过形状和Feshbach谐振分离,与通道D(1s)+ d(2p(3/2))和d(1s)+相关D(2p(1/2))分别。测量的旋转轨道分支比例,2p(3/2)/(2p(1/2)+ 2p(3/2))对应于2/3,表明附近的强旋转轨道状态混合解离限制。旋转轨道状态分离的片段角分配还支持糖尿病解离机构,并示出了R(0)转变的同时形状和Feshbach共振。

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