Recent content by aa2ll2
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I Coherence time for repeated spin measurements
Thanks for your attention to this matter.- aa2ll2
- Post #10
- Forum: Quantum Physics
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I Coherence time for repeated spin measurements
Hi Perok, Looking at some papers, the question of what hamiltonian to use seems a bit of a red herring. The starting point is the density matrix, where off diagonal terms decay as exp[-t/T_coh] In the model used for predicting the Bell violation in noise. My question should then be quite...- aa2ll2
- Post #8
- Forum: Quantum Physics
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I Coherence time for repeated spin measurements
It is actually something that came up with loophole free Bell tests, but quite similar to computing.- aa2ll2
- Post #7
- Forum: Quantum Physics
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I Coherence time for repeated spin measurements
The standard, coupling to bath, model. A bit of context may help. The single qubit coherence time is T_coh. I'm anticipating the time dependence should involve T_coh, something like C(t,0) = e^[-t/T_coh]. Or, are you saying coherence time is not pertinent?- aa2ll2
- Post #5
- Forum: Quantum Physics
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I Coherence time for repeated spin measurements
It's a noise question. So, the free particle spin evolving in noise, does not remain forever the same, with prob. 1, right? I actually have in mind an NV centre, which I think is free for the purpose to hand.- aa2ll2
- Post #3
- Forum: Quantum Physics
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New member introduction
Hi all, I have no idea how to introduce myself, so I'll keep this short. Microwave Engineer adrift on the high seas of qm. Cheers... aa2ll2- aa2ll2
- Thread
- Replies: 1
- Forum: New Member Introductions
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I Coherence time for repeated spin measurements
Consider repeated spin measurements, along the same axis, on the same electron, at t=0 and at t=t. For small t, the results are identical, so the correlation function, C(t,0)=1, but for large t, C(t,0) -> 0. Define C(t,0) = P(same) - P(different) = N(same) - N(different) / N(same) +...- aa2ll2
- Thread
- Replies: 9
- Forum: Quantum Physics