Tunable-Cavity QED with Phase Qubits

TL;DR

This paper presents a tunable-cavity circuit QED architecture with phase qubits, enabling dynamic control of qubit-cavity interactions to improve coherence and measurement fidelity in quantum computing systems.

Contribution

It introduces a tunable cavity frequency mechanism that reduces losses and enhances control over qubit readout and coherence, advancing superconducting qubit technology.

Findings

Maximum qubit decay time T1 = 1.5 μs

Tunable cavity reduces Purcell losses

Dispersive measurement characterized by a three-level model

Abstract

We describe a tunable-cavity QED architecture with an rf SQUID phase qubit inductively coupled to a single-mode, resonant cavity with a tunable frequency that allows for both microwave readout of tunneling and dispersive measurements of the qubit. Dispersive measurement is well characterized by a three-level model, strongly dependent on qubit anharmonicity, qubit-cavity coupling and detuning. A tunable cavity frequency provides a way to strongly vary both the qubit-cavity detuning and coupling strength, which can reduce Purcell losses, cavity-induced dephasing of the qubit, and residual bus coupling for a system with multiple qubits. With our qubit-cavity system, we show that dynamic control over the cavity frequency enables one to avoid Purcell losses during coherent qubit evolutions and optimize state readout during qubit measurements. The maximum qubit decay time $T_1$ = 1.5 $\mu$s is found to be limited by surface dielectric losses from a design geometry similar to planar transmon qubits.