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Quantum Algorithms

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Christine Muschik and J. Ignacio Cirac Max-Planck-Institut f r Quantenoptik Hanna Krauter, Kasper Jensen, Jonas Meyer Petersen and Eugene Polzik – PowerPoint PPT presentation

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Title: Quantum Algorithms


1
Entanglement generated by Dissipation
Christine Muschik and J. Ignacio Cirac
Max-Planck-Institut für Quantenoptik
Hanna Krauter, Kasper Jensen, Jonas Meyer
Petersen and Eugene Polzik
Niels Bohr Institute, Danish Research Foundation
Center for Quantum Optics (QUANTOP)
2
Entanglement
3
Entanglement
4
Steady State Entanglement
5
(No Transcript)
6
Motivation
Quantum entanglement
7
Motivation
Quantum entanglement
Typically
Quantum states are fragile under decoherence
8
Motivation
Quantum entanglement
Typically
Quantum states are fragile under
decoherence Avoidance of dissipation by
decoupling the system from the environment
9
Motivation
Quantum entanglement
Typically
10
Motivation
11
Motivation
12
Motivation
New approaches
Use the interaction of the system with the
environment
13
Motivation
New approaches
Use the interaction of the system with the
environment Dissipation drives the system into
the desired state
14
Motivation
New approaches
15
Motivation
Procedure
16
Motivation
Procedure
Engineer the coupling
17
Motivation
Procedure
Engineer the coupling Steady state desired
state
18
Motivation
Procedure
Engineer the coupling Steady state desired
state Arbitrary initial state
19
Motivation
Procedure
Engineer the coupling Steady state desired
state Arbitrary initial state
20
Motivation
Procedure
Engineer the coupling Steady state desired
state Arbitrary initial state
21
Motivation
Procedure
Engineer the coupling Steady state desired
state Arbitrary initial state
22
Setup
23
Main idea
Hamiltonian
24
Main idea
Hamiltonian
Master equation
25
Main idea
Hamiltonian
Master equation
Unique Steady State
26
Setup
27
Setup
28
Setup
laser
29
Setup
30
Setup
31
Setup
32
Setup
33
Theory
Masterequation
undesired processes
Entanglement
34
Theory
Entanglement ideal case
35
Theory
Entanglement ideal case
Entanglement including undesired processes
noise rate
polarization
36
Experimental realization of purely dissipation
based entanglement
37
Experimental realization of purely dissipation
based entanglement
38
Experimental results
39
Experimental results
EPR variance
40
Experimental results
Longitudinal spin
EPR variance
41
Experimental results
42
Conclusions and Outlook
First observation of entanglement generated by
dissipation
43
Conclusions and Outlook
First observation of entanglement generated by
dissipation
Entanglement was produced with macroscopic atomic
ensembles, and lasted much longer than in
previous experiments where entanglement was
generated using standard methods.
44
Conclusions and Outlook
First observation of entanglement generated by
dissipation
Entanglement was produced with macroscopic atomic
ensembles, and lasted much longer than in
previous experiments where entanglement was
generated using standard methods.
This work paves the way towards the creation of
long lived entanglement, potentially lasting for
several minutes or longer.
45
Conclusions and Outlook
Realization of Steady State Entanglement
46
Conclusions and Outlook
Realization of Steady State Entanglement
Increased optical depth optical pumping
47
Conclusions and Outlook
Realization of Steady State Entanglement
Increased optical depth optical pumping
Reduced spin-flip collisions
Better coatings, lower temperatures
48

Summary
Proposal for long-lived entanglement
Dissipatively driven entanglement
General theoretical model for quadratic
Hamiltonians
Future
Other systems, e.g. optomechanical oscillators
49
Main idea
Steady state
50
Effective ground state Hamiltonian
Master equation
Entanglement
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