Quantum fermionic effects explain nearly all effective quadrupole deformation in light/spherical nuclei but less than 10% in heavy deformed nuclei, showing the classical rigid-rotor picture is insufficient for quantitative work.
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Hydrodynamic simulations of heavy-ion collisions demonstrate that cumulants linking mean pT and elliptic flow quantitatively match relations derived from initial-state entropy predictors and moments of harmonic flow.
A method using two-body conditional probabilities characterizes quadrupole deformations in J-conserving nuclear states from symmetry-restored DFT calculations, yielding results distinct from broken-symmetry one-body moments.
citing papers explorer
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Quantum effects in the quadrupole rotor picture of ultra-relativistic ion-ion collisions
Quantum fermionic effects explain nearly all effective quadrupole deformation in light/spherical nuclei but less than 10% in heavy deformed nuclei, showing the classical rigid-rotor picture is insufficient for quantitative work.
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Cumulants of mean transverse momentum and elliptic flow in the hydrodynamic model of heavy-ion collisions
Hydrodynamic simulations of heavy-ion collisions demonstrate that cumulants linking mean pT and elliptic flow quantitatively match relations derived from initial-state entropy predictors and moments of harmonic flow.
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Multipole tomography of atomic nuclei with symmetry-conserved theories
A method using two-body conditional probabilities characterizes quadrupole deformations in J-conserving nuclear states from symmetry-restored DFT calculations, yielding results distinct from broken-symmetry one-body moments.