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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Analytic nonlinear response coefficients for v2 and v4 in Gubser flow are derived, including a participant-plane angle factor that modifies strength and sign of the response.
AMPT simulations show the ratio of nonlinear response coefficients between U+U and Au+Au collisions remains stable across evolution stages, isolating initial geometric correlations.
citing papers explorer
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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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Nonlinear response of flow harmonics in Gubser flow with participant-reaction planes mismatch
Analytic nonlinear response coefficients for v2 and v4 in Gubser flow are derived, including a participant-plane angle factor that modifies strength and sign of the response.
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Investigation of Nonlinear Collective Dynamics in Relativistic Heavy-Ion Collisions Using A Multi-Phase Transport Model
AMPT simulations show the ratio of nonlinear response coefficients between U+U and Au+Au collisions remains stable across evolution stages, isolating initial geometric correlations.