A driven-dissipative model for qudit-resonator systems is used to derive expressions for quantum/tunneling capacitances and Sisyphus/Hermes resistances that change when the two subsystems influence each other dynamically.
(E17) itself consists of both zeroth- and first-order terms: (∂ε ˆ˙H)inst = (∂ε ˆ˙H)(0) inst + (∂ε ˆ˙H)(1) inst,(E23) where the zeroth-order term arises from the second term of Eq
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Reflections on Quantum Reflectometry: Quantum and Tunneling capacitances as well as Sisyphus and Hermes resistances
A driven-dissipative model for qudit-resonator systems is used to derive expressions for quantum/tunneling capacitances and Sisyphus/Hermes resistances that change when the two subsystems influence each other dynamically.