Low energy $^{18}$O+$\alpha$ interaction is expected to play an important role in astrophysical processes [1]. The $^{18}$O($\alpha$,$\gamma$) reaction synthesizes $^{22}$Ne, the main neutron source for the weak s-process, and the reaction $^{18}$O($\alpha$,$n$) $^{21}$Ne with a neutron threshold of E$_\alpha$= 851 keV has been proposed as a weak neutron source in the production of $^{19}$F in TP-AGB stars [1].
The properties of $^{22}$Ne states populated in the $^{18}$O+$\alpha$ resonant interaction are also of interest for cluster development in Ne region and, specifically, for understanding the influence of extra neutrons on alpha cluster structure in $^{20}$Ne [2]. The studies of $^{22}$Ne are also important for comparison of alpha cluster properties in mirror resonant reactions $^{18}$O+$\alpha$ and $^{18}$Ne+$\alpha$ [3].
The measurements for the $\alpha$+$^{18}$O elastic scattering were made in a broad energy interval in two old high energy-resolution works [4,5] and in a relatively recent inverse kinematics publication [6]. None of these data was analyzed in the framework of R-matrix theory.
We performed measurements of the $\alpha$+$^{18}$O elastic scattering in the inverse kinematics at lower energy than it was in the reference [6] to enhance an influence of the states at a lower excitation energy, and we made the full R-matrix analysis of all available data on the $\alpha$+$^{18}$O resonant elastic scattering in the energy region 11-15 MeV excitation energy in $^{22}$Ne. We present theoretical predictions that are essential for understanding resonant structure at high excitation energy with high density of states and a few decay modes. We also present new data on the structure of the states in $^{22}$Ne in comparison with shell model predictions. We consider specific features of the experimental approaches important for the analysis and possible improvements of the AZURE code [7].
References:
[1] A. Best et al.,Phys. Rev. C 87, 045806 (2013).
[2] A. K. Nurmukhanbetova,et al.,Phys. Rev. C 100, 062802(R) (2019).
[3] A. Volya et al.,Commun Phys 5, 322 (2022).
[4] D. Powers et al.,Phys. Rev. 134, B1237 (1964).
[5] S. Gorodetzky et al.,J. Phys. France 29, 271-278 (1968).
[6] V. Z. Goldberg et al.,Phys. Phys. Rev. C 69, 024602 (2004).
[7]https://azure.nd.edu/login.php.