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Thus, we define the coupling strength as (2π) -1 times the rate for sequential tunneling (obtained by Fermi golden rule).
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43449138027
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In the stationary state, we can then without loss of generality set t=0.
-
In the stationary state, we can then without loss of generality set t=0.
-
-
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35
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43449134546
-
-
This can be seen by looking at the structure of the diagrams that constitute propagator Π.
-
This can be seen by looking at the structure of the diagrams that constitute propagator Π.
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36
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44
-
-
43449102053
-
-
Obtained by setting n=2 in Eq. 6.
-
Obtained by setting n=2 in Eq. 6.
-
-
-
-
45
-
-
43449097365
-
-
Letter q denotes a complete set of quantum numbers.
-
Letter q denotes a complete set of quantum numbers.
-
-
-
-
47
-
-
43449083038
-
-
For a fermion bath with μbath =0, these rates lead to the same relaxation terms as in Eq. (2) of Ref. if we identify θ=2/τsf.
-
For a fermion bath with μbath =0, these rates lead to the same relaxation terms as in Eq. (2) of Ref. if we identify θ=2/τsf.
-
-
-
-
48
-
-
43449115532
-
-
Of course, if Δ is too small to lead to a sufficiently broad shell region, no (smooth) crossover can be found.
-
Of course, if Δ is too small to lead to a sufficiently broad shell region, no (smooth) crossover can be found.
-
-
-
|