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arXiv 2303.16622quant-ph
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通过 transmon 耦合器控制 Kerr-cat 量子比特之间的 $ZZ$ 耦合

Control of the $ZZ$ coupling between Kerr-cat qubits via transmon couplers

Takaaki Aoki, Taro Kanao, Hayato Goto, Shiro Kawabata, Shumpei Masuda

AI总结:

提出利用两个失谐相反的 transmon 耦合器抵消 Kerr-cat 量子比特残余 $ZZ$ 串扰的可调耦合方案,并实现高保真两量子比特 $R_{zz}$ 门。

摘要:

由于其误差的偏置特性,Kerr-cat 量子比特是容错量子计算机的一种有前景的候选方案。量子比特之间的 $ZZ$ 耦合可用于实现两量子比特纠缠门,但被称为 $ZZ$ 串扰的残余耦合会损害精确计算。为了解决这一问题,我们提出一种使用两个 transmon 耦合器的可调 $ZZ$ 耦合方案。通过将两个耦合器的失谐设置为相反的值,经由两个耦合器产生的残余 $ZZ$ 耦合会相互抵消。我们还将该方案应用于 $R_{zz}(Θ)$ 门(角度为 $Θ$ 的 $ZZ$ 旋转),它是两量子比特纠缠门之一。我们通过数值计算表明,在门时间为 16 ns 且不存在退相干的情况下,$R_{zz}(-π/2)$ 门的保真度高于 99.9%。

英文摘要:

Kerr-cat qubits are a promising candidate for fault-tolerant quantum computers owing to the biased nature of their errors. The $ZZ$ coupling between the qubits can be utilized for a two-qubit entangling gate, but the residual coupling called $ZZ$ crosstalk is detrimental to precise computing. In order to resolve this problem, we propose a tunable $ZZ$-coupling scheme using two transmon couplers. By setting the detunings of the two couplers at opposite values, the residual $ZZ$ couplings via the two couplers cancel each other out. We also apply our scheme to the $R_{zz}(Θ)$ gate ($ZZ$ rotation with angle $Θ$), one of the two-qubit entangling gates. We numerically show that the fidelity of the $R_{zz}(-π/2)$ gate is higher than 99.9% in a case of $16$-ns gate time and without decoherence.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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