The tunneling of quasiparticles (QPs) across Josephson junctions (JJs) detrimentally affects the coherence of superconducting and charge-parity qubits, and is shown to occur more frequently in magnetic fields. Here we demonstrate the parity lifetime to survive in excess of 50 $\,\mathrmμ$ s in magnetic fields up to 1 $\,$ T, utilising a semiconducting nanowire transmon to detect QP tunneling in real time. We exploit gate-tunable QP filters and find magnetic-field-enhanced parity lifetimes, consistent with increased QP trapping by the ungated nanowire due to orbital effects. Our findings highlight the importance of QP trap engineering for building magnetic-field compatible hybrid superconducting circuits.The tunneling of quasiparticles (QPs) across Josephson junctions (JJs) detrimentally affects the coherence of superconducting and charge-parity qubits, and is shown to occur more frequently in magnetic fields. Here we demonstrate the parity lifetime to survive in excess of 50$\,\mathrmμ$s in magnetic fields up to 1$\,$T, utilising a semiconducting nanowire transmon to detect QP tunneling in real time. We exploit gate-tunable QP filters and find magnetic-field-enhanced parity lifetimes, consistent with increased QP trapping by the ungated nanowire due to orbital effects. Our findings highlight the importance of QP trap engineering for building magnetic-field compatible hybrid superconducting circuits.

arXiv:2105.11038May 23, 20213 citations

Superconducting Josephson elements for quantum computing

F. Chiarello, P. Carelli, Maria Gabriella Castellano +6 more

Jan 1, 20040 citations

Radio Frequency Charge Parity Meter

Michael D. Schroer, Minkyung Jung, Karl D. Petersson +1 more

We demonstrate a total charge parity measurement by detecting the radio frequency signal that is reflected by a lumped-element resonator coupled to a single InAs nanowire double quantum dot. The high frequency response of the circuit is used to probe the effects of the Pauli exclusion principle at interdot charge transitions. Even parity charge transitions show a striking magnetic field dependence that is due to a singlet-triplet transition, while odd parity transitions are relatively insensitive to a magnetic field. The measured response agrees well with cavity input-output theory, allowing accurate measurements of the interdot tunnel coupling and the resonator-charge coupling rate g(c)/2π~17 MHz.We demonstrate a total charge parity measurement by detecting the radio frequency signal that is reflected by a lumped-element resonator coupled to a single InAs nanowire double quantum dot. The high frequency response of the circuit is used to probe the effects of the Pauli exclusion principle at interdot charge transitions. Even parity charge transitions show a striking magnetic field dependence that is due to a singlet-triplet transition, while odd parity transitions are relatively insensitive to a magnetic field. The measured response agrees well with cavity input-output theory, allowing accurate measurements of the interdot tunnel coupling and the resonator-charge coupling rate g(c)/2π~17 MHz.

arXiv:1209.4010Physical Review LettersOct 17, 201270 citations

High-T c Josephson junctions for electronic applications

S. Pagano, Sandro Barbanera, Vincenzo Boffa +6 more

Il Nuovo Cimento DDec 1, 19940 citations

Josephson threshold logic circuit and its application

Y. Harada, Yuji Hatano, Kunio Yamashita +1 more

Abstract This paper proposes a Josephson threshold logic circuit, which is best suited to high‐speed operations. Using the proposed circuit, the adder can be constructed by four Josephson elements. The scale of the circuit can be reduced both in the number of circuits and the number of logic stages, compared with the conventional Josephson logic circuits. The circuit is shown to be useful in the realization of the high‐speed and highly integrated adders and multipliers. Then it is demonstrated that the Josephson threshold logic circuit can be constructed by the magnetically coupled interferometer element, the current‐injection interferometer element and the direct‐coupled element. A typical circuit construction is shown with the adder as an example. To verify the correct operation of the Josephson threshold logic circuit, a 1‐bit adder by magnetically coupled interferometer elements was constructed by Nb‐Pb alloy process, and the operation of the circuit was verified.Abstract This paper proposes a Josephson threshold logic circuit, which is best suited to high‐speed operations. Using the proposed circuit, the adder can be constructed by four Josephson elements. The scale of the circuit can be reduced both in the number of circuits and the number of logic stages, compared with the conventional Josephson logic circuits. The circuit is shown to be useful in the realization of the high‐speed and highly integrated adders and multipliers. Then it is demonstrated that the Josephson threshold logic circuit can be constructed by the magnetically coupled interferometer element, the current‐injection interferometer element and the direct‐coupled element. A typical circuit construction is shown with the adder as an example. To verify the correct operation of the Josephson threshold logic circuit, a 1‐bit adder by magnetically coupled interferometer elements was constructed by Nb‐Pb alloy process, and the operation of the circuit was verified.

Electronics and Communications in Japan (Part II Electronics)Jan 1, 19860 citations

High linearity Josephson-junction array structures

Victor K. Kornev, Igor I. Soloviev, N. V. Klenov +1 more

Physica C SuperconductivityMar 13, 20087 citations

\,\mathrmμ

s in magnetic fields up to 1

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T, utilising a semiconducting nanowire transmon to detect QP tunneling in real time. We exploit gate-tunable QP filters and find magnetic-field-enhanced parity lifetimes, consistent with increased QP trapping by the ungated nanowire due to orbital effects. Our findings highlight the importance of QP trap engineering for building magnetic-field compatible hybrid superconducting circuits.