Native Conditional $i$SWAP Operation with Superconducting Artificial Atoms

• URL: http://arxiv.org/abs/2203.09791v2
• Date: Sun, 1 Oct 2023 11:54:32 GMT
• Title: Native Conditional $i$SWAP Operation with Superconducting Artificial Atoms
• Authors: Chang-Kang Hu, Jiahao Yuan, Bruno A. Veloso, Jiawei Qiu, Yuxuan Zhou, Libo Zhang, Ji Chu, Orkesh Nurbolat, Ling Hu, Jian Li, Yuan Xu, Youpeng Zhong, Song Liu, Fei Yan, Dian Tan, R. Bachelard, Alan C. Santos, C. J. Villas-Boas, Dapeng Yu
• Abstract summary: Coherent devices which process quantum states are required to route the quantum states that encode information. In this paper we demonstrate experimentally the smallest quantum transistor with a superconducting quantum processor. The architecture has strong potential in quantum information processing applications with superconducting qubits.
• Score: 14.279979630349288
• License: http://creativecommons.org/licenses/by/4.0/
• Abstract: Controlling the flow of quantum information is a fundamental task for quantum computers, which is unfeasible to realize on classical devices. Coherent devices which can process quantum states are thus required to route the quantum states that encode information. In this paper we demonstrate experimentally the smallest quantum transistor with a superconducting quantum processor which is composed of a collector qubit, an emitter qubit, and a coupler (transistor gate). The interaction strength between the collector and emitter qubits is controlled by the frequency and state of the coupler, effectively implementing a quantum switch. Through the coupler-state-dependent Heisenberg (inherent) interaction between the qubits, a single-step (native) conditional $i$SWAP operation can be applied. To this end, we find that it is important to take into consideration higher energy level for achieving a native and high-fidelity transistor operation. By reconstructing the Quantum Process Tomography, we obtain an operation fidelity of $92.36\%$ when the transistor gate is open ($i$SWAP implementation) and $95.23 \%$ in the case of closed gate (identity gate implementation). The architecture has strong potential in quantum information processing applications with superconducting qubits.

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