Rotational symmetry restoration in even-even nuclei generates an effective collision geometry that acts as a low-pass filter exponentially suppressing deformation modes, recovering the classical rigid-rotor limit only for large angular-momentum fluctuations.
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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.
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Quantum Symmetry Restoration and Emergent Effective Deformation in Relativistic Heavy-Ion Collisions
Rotational symmetry restoration in even-even nuclei generates an effective collision geometry that acts as a low-pass filter exponentially suppressing deformation modes, recovering the classical rigid-rotor limit only for large angular-momentum fluctuations.
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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.