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Entanglement in ladder-plus-Y double quantum dot structure via entropy
Applied Optics
|January 16, 2019
Summary
Quantum entropy in double quantum dots is influenced by carrier occupations and optical fields. Including a wetting layer and specific momenta calculations provides a more accurate understanding than previous methods.
Area of Science:
- Quantum physics
- Condensed matter physics
- Nanotechnology
Background:
- Double quantum dot systems are crucial for quantum information processing.
- Understanding quantum entropy is key to controlling quantum states.
- Previous studies often simplified system parameters, limiting accuracy.
Purpose of the Study:
- To calculate quantum entropy in a ladder-plus-Y double quantum dot system.
- To investigate the impact of various controlling parameters on quantum entropy.
- To highlight the importance of including wetting layer and transition-specific momenta.
Main Methods:
- Calculation of quantum entropy using system parameters.
- Analysis of four coherent optical fields, three tunneling components, and incoherent optical pumping.
- Inclusion of a wetting layer (WL) and transition-specific momenta.
Main Results:
- Quantum entropy is dependent on the difference in carrier occupations between the two quantum dots (QDs).
- A probe optical field decreases entropy, while a pumping field increases it.
- Removing the main tunneling component eliminates entropy; high wetting layer-quantum dot momentum increases it.
Conclusions:
- Accurate quantum entropy calculation requires considering wetting layer and specific momenta.
- Standard assumptions (uniform momentum) underestimate quantum entropy.
- The findings offer insights for optimizing quantum dot system design and control.
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