VQE on small CNS-inspired nuclear models matches exact diagonalization only in the simplest cases, with errors up to 1.09 in the 8-qubit models, despite the abstract claiming errors below 1e-4.
The Cranked Nilsson-Strutinsky versus the Spherical Shell Model: A Comparative Study of pf-Shell Nuclei
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abstract
A comparative study is performed of a deformed mean field theory, represented by the cranked Nilsson-Strutinsky (CNS) model, and the spherical shell model. Energy spectra, occupation numbers, B(E2)-values, and spectroscopic quadrupole moments in the light pf shell nuclei are calculated in the two models and compared. The result is also compared to available experimental data which are generally well described by the shell model. Although the Nilsson-Strutinsky calculation does not include pairing, both the subshell occupation numbers and quadrupole properties are found to be rather similar in the two models. It is also shown that ``unpaired'' shell model calculations produce very similar energies as the CNS at all spins. The role of the pairing energy in the description of backbending and signature splitting in odd-mass nuclei is also discussed.
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Towards Quantum Simulation of Rotating Nuclei using Quantum Variational Algorithms
VQE on small CNS-inspired nuclear models matches exact diagonalization only in the simplest cases, with errors up to 1.09 in the 8-qubit models, despite the abstract claiming errors below 1e-4.