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Exploring Zeptosecond Quantum Equilibration Dynamics: From Deep-Inelastic to Fusion-Fission Outcomes in
E Williams1, K Sekizawa2, D J Hinde1
1Department of Nuclear Physics, Research School of Physical Sciences and Engineering, The Australian National University, Canberra, ACT 2601, Australia.
Physical Review Letters
|January 30, 2018
Summary
Researchers studied energy dissipation in quantum systems using a nickel-nickel reaction. Microscopic models accurately predicted experimental results, offering a new tool for understanding heavy ion collisions.
Area of Science:
- Nuclear Physics
- Quantum Many-Body Dynamics
- Quantum Dissipation
Background:
- Energy dissipation is crucial for quantum many-body systems reaching equilibrium.
- The dynamics of energy transfer from collective to single-particle motion in closed quantum systems are not fully understood.
- Investigating these processes is key to comprehending quantum system evolution.
Purpose of the Study:
- To experimentally investigate energy dissipative phenomena and equilibration dynamics.
- To explore deep-inelastic and fusion-fission outcomes in the ^{58}Ni+^{60}Ni reaction.
- To compare experimental results with theoretical models.
Main Methods:
- Experimental investigation of the ^{58}Ni+^{60}Ni nuclear reaction.
- Utilizing time-dependent Hartree-Fock (TDHF) calculations.
- Employing time-dependent random phase approximation (TDRPA) calculations.
Main Results:
- Experimental outcomes showed excellent quantitative agreement with theoretical predictions.
- TDHF and TDRPA models, incorporating one-body dissipation and fluctuations, accurately described the reaction dynamics.
- The study validated the use of microscopic models for analyzing low-energy heavy ion collisions.
Conclusions:
- Microscopic models incorporating one-body dissipation and fluctuations are effective tools for studying quantum many-body dynamics.
- These models provide a potential pathway for exploring energy dissipation in low-energy heavy ion collisions.
- The findings advance the understanding of equilibration processes in quantum systems.
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