Research Areas - (4) Hybrid Superconductor-Semiconductor Circuit QED Sensing of 2D Materials

Full path: Physics > Quantum Sensing > Radio / RF Sensing > RF / Microwave Quantum Sensing > Superconducting Circuit Quantum Sensing (Spectroscopy / Qubits-as-Sensors) > Hybrid Superconductor-Semiconductor Circuit QED Sensing of 2D Materials

Techniques:
Department(s)/lab(s): Applied Physics | BΓΈttcher Lab @ Stanford
Summary:

BΓΈttcher builds hybrid superconductor-semiconductor (Al/InAs) devices and develops new circuit-QED-based quantum sensing tools to probe emergent phases -- unconventional pairing, topological superconductivity -- in 2D and mesoscopic quantum materials that are difficult to access with conventional transport measurements.

Department(s)/lab(s): School of Physics | Cassidy Quantum Devices Group @ UNSW
Summary:

Cassidy (formerly Microsoft/Sydney) builds hybrid superconductor-semiconductor quantum devices and the microwave measurement chains needed to read them out: dispersive gate sensing, superconducting resonators coupled to semiconductor nanostructures, and quantum-limited parametric amplification. The programme sits at the boundary between quantum computing hardware and quantum sensing β€” many of the same circuits used to read a qubit are, viewed differently, near-quantum-limited detectors of microwave photons or of charge. Positioned against the established body of NV-ensemble quantum sensing work β€” DEER, nanoscale NMR and T1 relaxometry protocols operating at pT/sqrt(Hz) field sensitivity β€” a superconducting-resonator readout chain with a quantum-limited amplifier is the leading route to inductively-detected spin resonance at sensitivities well below the pT/sqrt(Hz) regime accessible to optical NV ensembles, and Cassidy's group has the full stack of skills required. Mid-career, actively building; good autonomy for a postdoc.

Department(s)/lab(s): School of Physics | Superconducting Quantum Circuits Laboratory @ USyd
Summary:

Croot returned from Princeton to found Sydney's Superconducting Quantum Circuits Laboratory. The programme uses superconducting circuits both as quantum processors and as extremely sensitive probes: coupling microwave resonators and qubits to other degrees of freedom (mechanical modes, semiconductor structures, spins) to build hybrid systems, and developing the quantum-limited amplification chain that makes single-microwave-photon detection possible. Positioned against the established body of NV-ensemble quantum sensing work β€” DEER, nanoscale NMR and T1 relaxometry protocols operating at pT/sqrt(Hz) field sensitivity β€” superconducting circuits are the principal competitor technology for detecting the weak microwave signals that NV ensembles read magnetically; a quantum-limited or squeezed microwave amplifier is what lets an inductively-detected spin ensemble reach β€” and beat β€” the pT/sqrt(Hz) regime. Newly established, well-equipped lab; high autonomy for a postdoc and active recruitment as the lab builds out.

Department(s)/lab(s): School of Physics | Quantum Electronic Devices Group (Hamilton) @ UNSW
Summary:

Hamilton heads the Quantum Electronic Devices group and is Deputy Director of the ARC Centre for Future Low Energy Electronics (FLEET). The group works on hole-based quantum devices in GaAs and germanium, where strong spin-orbit coupling allows all-electrical spin control, and on topological materials and one-dimensional transport. The measurements are millikelvin transport and noise spectroscopy of very small signals in mesoscopic devices. Positioned against the established body of NV-ensemble quantum sensing work β€” DEER, nanoscale NMR and T1 relaxometry protocols operating at pT/sqrt(Hz) field sensitivity β€” the link is indirect β€” this is charge/spin transport rather than magnetometry β€” but the group's expertise in low-noise cryogenic measurement and in spin-orbit-mediated electrical spin control is directly transferable to electrically-detected spin sensing, which is the main alternative to the optical readout that limits pT/sqrt(Hz) NV ensembles. Borderline inclusion; kept under the inclusive rubric.