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Ground-state energies, densities and momentum distributions in closed-shell nuclei calculated within a cluster expansion approach and realistic interactions

机译:中国的基态能量,密度和动量分布   在群集扩展方法中计算的闭壳核   现实的互动

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摘要

A linked cluster expansion suitable for the treatment of ground-stateproperties of complex nuclei, as well as of various particle-nucleus scatteringprocesses, has been used to calculate the ground-state energy, density andmomentum distribution of 16-O and 40-Ca using realistic interactions. First ofall, a benchmark calculation for the ground-state energy has been performedusing the truncated V8' potential, and consisting in the comparison of ourresults with the ones obtained by the Fermi Hypernetted Chain approach,adopting in both cases the same mean field wave functions and the samecorrelation functions. The results exhibited a nice agreement between the twomethods. Therefore, the approach has been applied to the calculation of theground-state energy, density and momentum distributions of 16-O and 40-Ca usingthe full V8' potential, finding again a satisfactory agreement with the resultsbased on more advanced approaches where higher order cluster contributions aretaken into account. It appears therefore that the cluster expansion approachcan provide accurate approximations for various diagonal and non diagonaldensity matrices, so that it could be used for a reliable evaluation of nucleareffects in various medium and high energy scattering processes off nucleartargets. The developed approach can be readily generalized to the treatment ofGlauber type final state interaction effects in inclusive, semi-inclusive andexclusive processes off nuclei at medium and high energies.
机译:适用于处理复杂核的基态性质以及各种粒子-核散射过程的链接簇扩展已被用来计算16-O和40-Ca的基态能量,密度和动量分布互动。首先,使用截断的V8势对基准态能量进行了基准计算,包括将我们的结果与通过费米超网链方法获得的结果进行比较,在两种情况下均采用相同的平均场波函数和相同的相关函数结果表明两种方法之间的一致性很好。因此,该方法已被应用到利用全部V8'势计算16-O和40-Ca的基态能量,密度和动量分布的情况,再次与基于更高级方法(其中具有更高阶簇)的结果令人满意贡献被考虑在内。因此,簇扩展方法似乎可以为各种对角和非对角密度矩阵提供准确的近似值,因此它可以用于可靠地评估核目标在各种中等和高能散射过程中的核效应。所开发的方法可以很容易地推广到中高能核的包容,半包容和排斥过程中的格劳伯型最终状态相互作用效应的治疗。

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