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基于马尔科夫链模型的小金川河流域径流形势预估分析
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作者 陈仕军 王亮 +1 位作者 陈刚 韩晓言 《四川电力技术》 2021年第2期16-18,23,共4页
为了分析小金川河流域中长期径流形势,尝试利用马尔科夫链模型进行年径流形势预估,结合历史径流的丰枯变化,计算丰水年、平水年、枯水年相互转变的马尔科夫转移概率,在此基础上,可根据当年来水情况实现对木坡电站下一年径流形势的预估... 为了分析小金川河流域中长期径流形势,尝试利用马尔科夫链模型进行年径流形势预估,结合历史径流的丰枯变化,计算丰水年、平水年、枯水年相互转变的马尔科夫转移概率,在此基础上,可根据当年来水情况实现对木坡电站下一年径流形势的预估分析。以2018年木坡水电站的丰枯形势预估进行实例分析,经验证,该径流形势预估分析方法具有较强的实用性,为径流形势预估分析提供了一种切实可行的思路和方法。 展开更多
关键词 马尔科夫链模型 小金川河流域 径流形势预估分析 转移概率表
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Increased rigidly triaxial deformations in neutron-rich Mo, Ru isotopes
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作者 WuYang Liang ChangFeng Jiao +1 位作者 FuRong Xu XiMing Fu 《Science China(Physics,Mechanics & Astronomy)》 SCIE EI CAS CSCD 2016年第9期59-63,共5页
Pairing-deformation-frequency self-consistent cranking Woods-Saxon model is employed to investigate the triaxiality in the ground states of the neutron-rich even-even Mo, Ru isotopes. Deformation evolutions and transi... Pairing-deformation-frequency self-consistent cranking Woods-Saxon model is employed to investigate the triaxiality in the ground states of the neutron-rich even-even Mo, Ru isotopes. Deformation evolutions and transition probabilities have been studied, giving the triaxial shapes in their ground states. The kinematic moments of inertia have been calculated to illustrate the gradually rigid deformation. To understand the origin of the asymmetry shape in this region, we analyze the evolution of single-particle orbits with changing 3, deformation. The present calculations reveal the importance of the triaxial deformation in describing not only static property, but also rotational behaviors in this mass region, providing significant probes into the shell structure around. 展开更多
关键词 γ deformation transition probability moments of inertia
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