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In this work, a theoretical study on the detailed vector correlation for the reaction $$\hbox {He}+\hbox {D}_{2}^{+}\rightarrow \hbox {HeD}^{+}+\hbox {D}~(\hbox {v}, \hbox {j})$$He+D2+→HeD++D(v,j) has been carried out at the collision… Click to show full abstract
In this work, a theoretical study on the detailed vector correlation for the reaction $$\hbox {He}+\hbox {D}_{2}^{+}\rightarrow \hbox {HeD}^{+}+\hbox {D}~(\hbox {v}, \hbox {j})$$He+D2+→HeD++D(v,j) has been carried out at the collision energy of 23.06 kcal/mol with different rotational states of j $$=$$= 0–5 and vibrational states v $$=$$= 1–5 by use of the quasi-classical trajectory calculation on an improved potential energy surface. The features of $${{\varvec{P}}}\mathbf{(}{\varvec{\theta }}_{{\varvec{r}}}{} \mathbf{)}$$P(θr) distributions describing k and $$\mathbf{j}^\prime $$j′ correlations were discussed. In addition, in order to get full knowledge of stereodynamics of the system, the distributions of dihedral angle $${{\varvec{P}}}\mathbf{(}{\varvec{\varphi }}_{{\varvec{r}}}{} \mathbf{)}$$P(φr) and the polarization-dependent differential cross-sections (PDDCSs) were also reported. It has been demonstrated that both product alignment and polarization are sensitive to the reagent vibrational and rotational number. Furthermore, the dynamics behavior of the reaction is independently changed with respect to j under a certain v except for the product alignment effect $$({\varvec{P}}({\varvec{\theta }}_{{\varvec{r}}}))$$(P(θr)), while it exhibits a generally regular trend concerning v when j is invariable.