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首页> 外文期刊>EPJ Web of Conferences >Analogous Gamow-Teller and M1 Transitions in T z = ±? Mirror Nuclei and in T z = ±1, 0 Triplet Nuclei relevant to Low-energy Super GT state
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Analogous Gamow-Teller and M1 Transitions in T z = ±? Mirror Nuclei and in T z = ±1, 0 Triplet Nuclei relevant to Low-energy Super GT state

机译: T z =±中的类似Gamow-Teller和 M 1跃迁?镜像核和 T z =±1,0与低能超级GT状态有关的三重态核

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摘要

Nuclei have spin- and isospin-degrees of freedom. Therefore, Gamow-Teller (GT) transitions caused by the στ operator (spin-isospin operator) are unique tools for the studies of nuclear structure as well as nuclear interactions. They can be studied in β decays as well as charge-exchange (CE) reactions. Similarly, M 1 γ decays are mainly caused by the στ operator. Combined studies of these transitions caused by Weak, Strong, and Electro-Magnetic interactions provide us a deeper understanding of nuclear spin-isospin-type transitions. We first compare the strengths of analogous GT and M 1 transitions in the A = 27, T_(z) = ±? mirror nuclei~(27)Al and~(27)Si. The comparison is extended to the T_(z) = ±1, 0 nuclei. The strength of GT transition from the ground state (g.s.) of~(42)Ca to the 0.611 MeV first J~(π) = 1~(+)state in~(42)Sc is compared with that of the analogous M 1 transition from the 0.611 MeV state to the T = 1, 0~(+)g.s. (isobaric analog state: IAS) in~(42)Sc. The 0.611 MeV state has the property of Low-energy Super GT (LeSGT) state, because it carries the main part of the GT strength of all available transitions from the g.s. of~(42)Ca (and~(42)Ti) to the J~(π) = 1~(+)GT states in~(42)Sc.
机译:核具有自旋和等旋自由度。因此,由στ算子(自旋-异旋旋算子)引起的Gamow-Teller(GT)跃迁是研究核结构以及核相互作用的独特工具。可以在β衰变以及电荷交换(CE)反应中研究它们。同样,M 1γ衰变主要由στ算子引起。由弱,强和电磁相互作用引起的这些过渡的组合研究为我们提供了对核自旋-异旋异构型跃迁的更深入的了解。我们首先比较A = 27,T_(z)=±?时类似GT和M 1跃迁的强度。镜核〜(27)Al和〜(27)Si比较扩展到T_(z)=±1,0核。将GT从〜(42)Ca的基态(gs)转变为〜(42)Sc的0.611 MeV第一J〜(π)= 1〜(+)态的强度与类似的M 1进行比较从0.611 MeV态到T = 1的跃迁,0〜(+)gs (等压模拟状态:IAS)in〜(42)Sc。 0.611 MeV状态具有低能量超级GT(LeSGT)状态的特性,因为它承载了来自g.s的所有可用转换的GT强度的主要部分。 〜(42)Sc中〜(42)Ca(和〜(42)Ti)的J〜(π)= 1〜(+)GT态。

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