Quantum Monte Carlo simulation for the many-body decomposition of the interaction energy and electron correlation of small superalkali lithium clusters.
BRITO, B. G. A.; HAI, Guo-Qiang; CÂNDIDO, L.
BRITO, B. G. A.; HAI, Guo-Qiang; CÂNDIDO, L.
 Abstract: Using the fixed-node diffusion Monte Carlo (FN-DMC) method, we calculate the total energy of small lithium clusters Lin (n = 2-6) to obtain the many-body decomposition of the interaction energy of 2- up to 6-body interactions. The obtained many-body decomposition of the interaction energy shows an alternating series with even and odd terms of attractive and repulsive contributions, respectively. The two-body attractive interactions guarantee the stability of the Li2, Li3, and Li4 clusters. For larger clusters Li5 and Li6, the 4-body attractive interactions are required for their stabilization once the strength of the 3-body repulsive interactions overwhelms that of the 2-body attractive ones. With increasing the cluster size, the additive and nonadditive contributions to the interaction energy increase linearly in magnitude but with different slopes for the two-dimensional (2D) planar and three-dimensional (3D) cagelike clusters. The significant increment in nonadditive effects from the 4-atom to the 5-atom cluster has driven the structural transition from 2D to 3D. Combining the FN-DMC calculations with the Hartree-Fock many-body decomposition of the interaction energy, we extract the correlation effects, showing that an odd-even competition pattern in the many-body repulsive and attractive interactions is crucial for the stabilization of the clusters. | |
| Journal of Chemical Physics |
| v. 151, n. 1, p. 014303-1-014303-8 - Ano: 2019 |
| Fator de Impacto: 2,997 |
| http://dx.doi.org/10.1063/1.5099479 |  @article={002951090,author = {BRITO, B. G. A.; HAI, Guo-Qiang; CÂNDIDO, L.},title={Quantum Monte Carlo simulation for the many-body decomposition of the interaction energy and electron correlation of small superalkali lithium clusters},journal={Journal of Chemical Physics},note={v. 151, n. 1, p. 014303-1-014303-8},year={2019}} |
