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Fine structure of strength functions for beta decays of atomic nuclei

机译:原子核β衰减强度功能的细结构

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The β transition strength function S_β(E) is the nuclear excitation energy distribution of moduli squared of the β-decay-type matrix elements. The function S_β(E) determines the characteristics of β decay, the spectra of accompanying radiation, and the probabilities of delayed processes following the β decay. Until recently, tools widely used for experimental investigation of the S_β(E) structure have been total absorption gamma spectrometers and total absorption gamma-ray spectroscopy (TAGS) which could not provide high energy resolution. Development of experimental techniques allows nuclear spectroscopy methods with high energy resolution to be used for studying the fine structure of S_β(E). A thorough investigation of this kind has been carried out for a number of nuclei produced at the YASNAPP-2 facility in Dubna. In this review, studies involving works on measuring the fine structure of S_β(E) in spherical and deformed nuclei are analyzed. Modern nuclear spectroscopy methods made it possible to identify the splitting of peaks from nuclear deformation in S_β(E) for Gamow-Teller (GT) transitions. The resonance nature of S_β(E) for first-forbidden (FF) transitions in both spherical and deformed nuclei is experimentally proven. It is shown that for some nuclear excitation energies, FF transitions can be comparable in intensity with GT transitions. Criteria for verifying the completeness of nuclear decay schemes are considered. The S_β(E) functions obtained by TAGS and by the high-resolution spectroscopy are compared.
机译:β转变强度函数S_β(E)是β衰减型基质元素的模态平方的核激发能量分布。功能S_β(e)确定β衰减的特性,伴随辐射的伴随的光谱,以及β衰减后延迟过程的概率。直到最近,广泛用于S_β(e)结构的实验研究的工具一直是全吸收γ光谱仪和无法提供高能量分辨率的总吸收γ射线光谱(标签)。实验技术的发展允许具有高能量分辨率的核光谱方法用于研究S_β(E)的细结构。对Dubna的Yasnapp-2设施产生的许多核进行了对这种类型的彻底调查。在本文中,分析了涉及用于测量球形和变形核中S_β(e)的细结构的研究的研究。现代核光谱方法使得可以识别S_β(e)中的核变形峰的分裂,用于游戏柜员(GT)过渡。在实验证明球形和变形核中的第一禁止(FF)转变的S_β(e)的共振性质是通过实验证明的。结果表明,对于一些核励磁能量,FF过渡可以与GT转换的强度相当。考虑了核实核腐烂计划完整性的标准。比较标签和高分辨率光谱获得的S_β(e)函数。

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