用半微观方法研究160 +12С核系统相互作用势的能量依赖性

D. Soldatkhan
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引用次数: 0

摘要

重离子与低能轻核碰撞的研究在核物理、热核能和天体物理学中具有重要意义。在接近库仑势垒的能量处描述的核系统的高精度值用于控制热合成中轻核的合成。对于轻核在太阳、等离子体和恒星上反应的横截面,我们可以使用我们设定的参数。本文提出了一种描述核-核相互作用过程的微观方法。在现象学方法中,根据与实验数据的比较确定经验值,有可能找到许多具有电位的参数集,这些参数集可以很好地表征截面。但问题来了,哪些是真实的。因此,有必要对微观势进行额外的描述。基于同样的原因,进行了半微观分析,在光学模型的基础上描述了核势的虚部,在双折叠模型上描述了实部。基于两个核子的矩阵元素和核子分布的密度,构造了有效核子-核子相互作用的折叠势。通过分析,确定了能很好地表征能量为ELab= 20,24,36mev的16О+12C核系统实验截面的微分截面和最优参数。在N=0.85-1.0的范围内确定了微分截面的归一化系数,该系数是根据实际微折叠电位描述的。
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INVESTIGATION OF THEENERGY DEPENDENCE OF THE INTERACTION POTENTIALS OF THE 16O+12С NUCLEAR SYSTEM WITH A SEMI-MICROSCOPIC METHOD
The study of the collision of heavy ions with light nuclei at low energy is important in nuclear physics, thermonuclear energy,and astrophysics. The high-precision values of the nuclear system described at an energy close to the Coulomb barrier are used to control the synthesis of light nuclei inside thermosynthesis. For cross sections of reactions of light nuclei on the sun, plasma,and stars, we can use the parameters we have set. The article presents a microscopic approach to describing the process of nuclear-nuclear interaction.In the phenomenological approach, which determines empirical values based on comparison with experimental data, it is possible to find many sets of parameters with potentials that characterize the cross-section well. But the question arises which of them are real.Therefore, it is necessary to additionally describe microscopic potentials. For the same reason, a semi-microscopic analysis was carried out, which describes the imaginary part of the nuclear potential on the basis of an optical model, and the real part on a double-folding model.The folding potential is constructed depending on the effective nucleon-nucleon interaction based on the matrix element of two nucleons and the density of the nucleon distribution.As a result of the analysis, differential cross sections and optimal parameters were determined that well characterize the experimental cross sections of the 16О+12C nuclear system at energies ELab=20, 24, 36 MeV. The coefficients of normalization of differential cross sections, described on the basis of real microfolding potentials, were determined in the range N=0.85-1.0.
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