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Positive-parity linear-chain molecular band in $^{16}$C

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 Added by Yang Liu
 Publication date 2020
  fields
and research's language is English




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An inelastic excitation and cluster-decay experiment $rm {^2H}(^{16}C,~{^{4}He}+{^{12}Be}~or~{^{6}He}+{^{10}Be}){^2H}$ was carried out to investigate the linear-chain clustering structure in neutron-rich $rm {^{16}C}$. For the first time, decay-paths from the $rm {^{16}C}$ resonances to various states of the final nuclei were determined, thanks to the well-resolved $Q$-value spectra obtained from the three-fold coincident measurement. The close-threshold resonance at 16.5 MeV is assigned as the ${J^pi}={0^+}$ band head of the predicted positive-parity linear-chain molecular band with ${(3/2_pi^-)^2}{(1/2_sigma^-)^2}$ configuration, according to the associated angular correlation and decay analysis. Other members of this band were found at 17.3, 19.4, and 21.6 MeV based on their selective decay properties, being consistent with the theoretical predictions. Another intriguing high-lying state was observed at 27.2 MeV which decays almost exclusively to $rm {^{6}He}+{^{10}Be{(sim6~ MeV)}}$ final channel, corresponding well to another predicted linear-chain structure with the pure $sigma$-bond configuration.



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598 - T. Suhara , Y. Funaki , B. Zhou 2013
We present a new picture that the $alpha$-linear-chain structure for ${^{12}{rm C}}$ and ${^{16}{rm O}}$ has one-dimensional $alpha$ condensate character. The wave functions of linear-chain states which are described by superposing a large number of Brink wave functions have extremely large overlaps of nearly $100%$ with single Tohsaki-Horiuchi-Schuck-Ropke (THSR) wave functions, which were proposed to describe the $alpha$ condensed gas-like states. Although this new picture is different from the conventional idea of the spatial localization of $alpha$ clusters, the density distributions are shown to have localized $alpha$-clusters which is due to the inter-$alpha$ Pauli repulsion.
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49 - J. Li , Y.L. Ye , Z.H. Li 2017
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283 - M. Dozono , T. Uesaka , N. Fukuda 2020
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