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GROUND-STATE PROPERTIES OF SMALL 3 He DROPS FROM QUANTUM MONTE CARLO SIMULATIONS

E. Sola, J. Casulleras, Jordi Boronat

Published Sep 1, 2007• 0 citations
Publisher
DOI
10.1142/9789812709592_0008

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GROUND-STATE PROPERTIES OF SMALL 3 He DROPS FROM QUANTUM MONTE CARLO SIMULATIONS

E. Sola, J. Casulleras, Jordi Boronat

We present recent results from a diffusion Monte Carlo study of small 3 He drops in the limit of zero temperature. Using the same methodology than in previous calculations carried out for bulk 3 He , we have obtained accurate results for their energy and structure properties. A relevant concern of this analysis has been the determination of the stability threshold for self binding. Our results show that the smallest self-bound drop is formed by N = 30 atoms, with preferred orbitals for open shells corresponding to maximum value of the spin. The quality of the upper bound energies provided by the fixed node approximation is analyzed by performing released-node estimations for short released times. Possible improvements of the nodal surface by including BCS-like correlation functions are also discussed.

International Journal of Modern Physics B•May 30, 2007•1 citation
We present recent results from a diffusion Monte Carlo study of small 3 He drops in the limit of zero temperature. Using the same methodology than in previous calculations carried out for bulk 3 He , we have obtained accurate results for their energy and structure properties. A relevant concern of this analysis has been the determination of the stability threshold for self binding. Our results show that the smallest self-bound drop is formed by N = 30 atoms, with preferred orbitals for open shells corresponding to maximum value of the spin. The quality of the upper bound energies provided by the fixed node approximation is analyzed by performing released-node estimations for short released times. Possible improvements of the nodal surface by including BCS-like correlation functions are also discussed.