A generalized Gross-Pitaevskii equation with logarithmic density dependence in the coupling constant is introduced to study quantum anomalies and dynamics in 2D attractive Bose systems.
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Ab initio VS-IMSRG calculations attribute the disappearance of the N=34 shell gap from 54Ca to 62Ni mainly to the NN tensor force (83%) with a 17% contribution from the 3N tensor force.
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Generalized Gross-Pitaevskii Equation for 2D Bosons with Attractive Interactions
A generalized Gross-Pitaevskii equation with logarithmic density dependence in the coupling constant is introduced to study quantum anomalies and dynamics in 2D attractive Bose systems.
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2N and 3N Tensor Force in the $N=34$ Shell Evolution: An Ab Initio Perspective
Ab initio VS-IMSRG calculations attribute the disappearance of the N=34 shell gap from 54Ca to 62Ni mainly to the NN tensor force (83%) with a 17% contribution from the 3N tensor force.