期刊文献+
共找到4篇文章
< 1 >
每页显示 20 50 100
热源选取方法对原子核温度提取的影响
1
作者 张凡 赵波 《长治学院学报》 2017年第5期10-12,共3页
文章通过同位旋依赖的量子分子动力学模型(IQMD)研究了热源选取方法对原子核温度提取的影响。研究发现热源的选取方法对原子核温度的提取影响很大。使用同位素产额比温度计,测量不同方法重构的热源,研究发现温度的偏差最大时大约有20%... 文章通过同位旋依赖的量子分子动力学模型(IQMD)研究了热源选取方法对原子核温度提取的影响。研究发现热源的选取方法对原子核温度的提取影响很大。使用同位素产额比温度计,测量不同方法重构的热源,研究发现温度的偏差最大时大约有20%。因此准确的选取热源对于原子核温度的研究极为重要。 展开更多
关键词 原子核温度 量子分子动力学模型
下载PDF
原子之重力应为合力——论原子重力的亚尔科夫斯基效应
2
作者 陈伟 《科教导刊(电子版)》 2017年第36期252-253,共2页
关于不同元素原子的整体重量值小于部分之和 (氢原子除外, 全文同) , 目前科学的解释是原子核出现质量亏损, 亏损的质量被转化成能量.但作者对此持不同观点, 认为这是由原子重力为合力造成的.因为在原子内部由于能量作用于质量, 会产... 关于不同元素原子的整体重量值小于部分之和 (氢原子除外, 全文同) , 目前科学的解释是原子核出现质量亏损, 亏损的质量被转化成能量.但作者对此持不同观点, 认为这是由原子重力为合力造成的.因为在原子内部由于能量作用于质量, 会产生一个与引力相抗衡的微小分力, 使原子重力形成合力, 导致原子整体重量值小于部分之和, 而对此分力的形成原因正是本文探讨的目的. 展开更多
关键词 原子核通常具有极高的温度 原子重力应为(内)合力 原子幔空间 形成于原子内部的亚尔科夫斯基效应
下载PDF
Influence of Quantal and Statistical Fluctuations on Phase Transitions in Finite Nuclei
3
作者 G.Kanthimathi N.Boomadevi T.R.Rajasekaran 《Communications in Theoretical Physics》 SCIE CAS CSCD 2011年第10期718-726,共9页
Investigations on thermal evolution of pairing-phase transition and shape-phase transition in light nuclei are made as a function of pair gap, deformation, temperature and angular momentum using a finite temperature s... Investigations on thermal evolution of pairing-phase transition and shape-phase transition in light nuclei are made as a function of pair gap, deformation, temperature and angular momentum using a finite temperature statistical approach with main emphasis to fluctuations. The occurrence of a peak structure in the specific heat predicted as signals of the pairing-phase and shape-phase transitions are reviewed and it is found that they are not actually true phase transitions and it is only an artifact of the mean field models. Since quantal number and spin fluctuations and statistical fluctuations in pair gap, deformation degrees of freedom and energy when incorporated, it wash out the pairing-phase transition and smooth out the shape-phase transition. Phase transitions due to collapse of pair gap and deformation is discussed and a clear picture of pairing-phase transition in light nuclei is presented in which pairing transition is reconciled. 展开更多
关键词 phase transitions specific heat FLUCTUATIONS
下载PDF
Chiral Phase Transition at Finite Isospin Density in Linear Sigma Model
4
作者 SHUSong LIJia-Rong 《Communications in Theoretical Physics》 SCIE CAS CSCD 2005年第3期487-492,共6页
Using the linear sigma model, we have introduced the pion isospin chemical potential. The chiral phase transition is studied at finite temperatures and finite isospin densities. We have studied the μ - T phase diagra... Using the linear sigma model, we have introduced the pion isospin chemical potential. The chiral phase transition is studied at finite temperatures and finite isospin densities. We have studied the μ - T phase diagram for the chiral phase transition and found the transition cannot happen below a certain low temperature because of the BoseEinstein condensation in this system. Above that temperature, the chiral phase transition is studied by the isotherms of pressure versus density. We indicate that the transition, in the chiral limit, is a first-order transition from a low-density phase to a high-density phase like a gas-liquid phase transition. 展开更多
关键词 finite temperature field theory nuclear matter chiral symmetries
下载PDF
上一页 1 下一页 到第
使用帮助 返回顶部