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Four-body interaction energy for compressed solid krypton from quantum theory

机译:量子理论的压缩compressed固体四体相互作用能

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The importance of the four-body contribution in compressed solid krypton was first evaluated using the many-body expansion method and the coupled cluster theory with full single and double excitations plus perturbative treatment of triples. All different four-atom clusters existing in the first- and second-nearest neighbor shells of face-centered cubic krypton were considered, and both self-consistent-field Hartree-Fock and correlation parts of the four-body interaction were accurately determined from the ambient conditions up to eightfold volume compression. We find that the four-body interaction energy is negative at compression ratio lower than 2, where the dispersive forces play a dominant role. With increasing the compression, the four-body contribution becomes repulsive and significantly cancels the over-softening effects of the three-body potential. The obtained equation of state (EOS) was compared with the experiments and the density-functional theory calculations. It shows that combination of the four-body effects with two- and three-body interactions leads to an excellent agreement with EOS measurements throughout the whole experimental range 0-130 GPa, and extends the prediction to 300 GPa.
机译:首先使用多体膨胀方法和耦合簇理论,使用完全单激发和双激发以及三重扰动处理,评估了四体贡献在压缩固体k中的重要性。考虑存在于以面心为中心的cubic的第一和第二近邻壳中存在的所有不同的四原子簇,并从中准确地确定了四体相互作用的自洽场Hartree-Fock和相关部分。环境条件下的体积压缩高达八倍。我们发现,四体相互作用能在压缩比低于2时为负,其中色散力起主导作用。随着压缩的增加,四体贡献变得排斥,并显着抵消了三体势能的过度软化效果。将获得的状态方程(EOS)与实验和密度泛函理论计算进行了比较。它表明,四体效应与二体和三体相互作用的结合导致在整个实验范围0-130 GPa内与EOS测量具有极好的一致性,并将预测范围扩展到300 GPa。

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