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Alpha particle preformation in heavy nuclei and penetration probability
  • ISSN号：0556-2813
  • 期刊名称：Physical Review C
  • 时间：0
  • 页码：2740-2747
  • 语言：英文
  • 相关项目：超重核的结构性质和合成机制
作者： 张鸿飞|
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超重核的结构性质和合成机制
期刊论文 69 会议论文 2
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Properties and structure of N=Z nuclei within relativistic mean field theory
Cluster preformation in heavy nuclei and radioactivity half-lives
Ground state Properties of Nuclei in 295118 alpha-decay chain
Alpha-decay for heavy nuclei in the ground and isomeric states
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Branching ratios of alpha-decay to excited states of even-even nuclei
Production of new superheavy Z=108–114 nuclei with 238U, 244Pu, and 248,250Cm targets
Theoretical analysis and formulae for half-lives of proton emission
Theoretical study on spherical proton emission
Proton radioactivity within a generalized liquid drop model
Alpha decay half-lives of heavy nuclei whihin a genelaized liquid drop model
Preformation of cluster in heavy nuclei and cluster radioactivity
Quark distributions in nuclei and nuclear effects on nucleon structure functions
Influence of electron gas on nuclear structure in compact objects
Branching ratios of alpha-decay for the nuclei near the deformed shell closures
Ground State Properties of Ds Isotopes Within the Relativistic Mean Field Theory
The driving potential and cross section for synthesizing super heavy nuclei with hot fusion
Microscopic Three-Body Force Effect on Nucleon-Nucleon Cross Sections in Symmetric Nuclear Matter
Half-lives of superheavy nuclei in Z=113 alpha decay chain
Three-body force effect on 3PF2 nertron superfluidety in neutron matter, neutron star matter and meu
超重核合成时的驱动势与热熔合反应截面
重离子反应中质子与中子转移对超重元素合成的影响
Theoretical and experimental α decay half-lives of the heaviest odd-Z elements and general predictio
致密天体中电子气体对原子核结构的影响
Bi同位素链上原子核α衰变性质的理论研究
原子核密度经验公式与轻子-核DIS过程的核效应
Ground State Structure of Hs Super-heavy Isotopes
超重核294 118和291 116及其α衰变链上各核素半衰期的研究
^3PF2 neutron superfluidity in neutron stars and three-body force effect
核内夸克分布与轻核的核效应
Properties and structure of N=Z nuclei within relativistic mean field theory