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化学教育

波動力学の化学への応用 (I)( CBA 化学)

George E. Kimball, 誓一郎 内海

Published Mar 20, 1963• 0 citations
OpenAlex

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S+ω=1:物理学·化学·生物学的信息场统一解释

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Measuring the decoherence of a quantronium qubit with the cavity bifurcation amplifier

Michael Metcalfe, Etienne Boaknin, Vladimir Manucharyan +6 more

Dispersive readouts for superconducting qubits have the advantage of speed and minimal invasiveness. We have developed such an amplifier, the cavity bifurcation amplifier (CBA), and applied it to the readout of the quantronium qubit. It consists of a Josephson junction embedded in a microwave on-chip resonator. In contrast with the Josephson bifurcation amplifier, which has an on-chip capacitor shunting a junction, the resonator is based on a simple coplanar waveguide imposing a predetermined frequency and whose other rf characteristics such as the quality factor are easily controlled and optimized. Under proper microwave irradiation conditions, the CBA has two metastable states. Which state is adopted by the CBA depends on the state of a quantronium qubit coupled to the CBA's junction. Due to the megahertz repetition rate and large signal to noise ratio, we can show directly that the coherence is limited by $1∕f$ gate charge noise when biased at the ``sweet spot''---a point insensitive to first order gate charge fluctuations. This architecture lends itself to scalable quantum computing using a multiresonator chip with multiplexed readouts.

arXiv:0706.0765•Physical Review B•Nov 21, 2007•73 citations

量子力学の衝撃と体験(座談会) (量子力学(特集))

恭彦 山内

数理科学•Dec 1, 1969•0 citations
摘要 :本文基于信息不相容原理 [1]、信息场互补-排斥对偶公理 S +ω = 1[4]、信息-瞳 耦合判据 ω · I · g > Θm[2]、瞳值体系以及信息场强度 I 的双变函定义 [3],系统 性地展示同一套公理框架对现代物理学、化学和生物学中若干核心难题的统一解释 力。本文首先简述核心公理、CDL 三因素加权模型 [4]、七参数 L 因子模型及信息 场强度 I 的双变函定义,随后按物理、化学、生物的顺序,对各学科长期悬而未决 的难题逐一给出信息场层面的统一解释,并在每个领域末尾形成若干可检验的唯象 预测。本文特别收录了“控时量子擦除实验”的判决性预言 [5]——这是目前所有量 子力学诠释中唯一可被独立检验的物理效应。本文的化学键部分包含已完成的定量 验证,物理学和生物学部分属于基于同一公理的唯象推演,其定量对标有待后续工 作完成。同时声明作者对文中相关内容享有无可争议的原创优先权,禁止抄袭逻辑 概念。
Dispersive readouts for superconducting qubits have the advantage of speed and minimal invasiveness. We have developed such an amplifier, the cavity bifurcation amplifier (CBA), and applied it to the readout of the quantronium qubit. It consists of a Josephson junction embedded in a microwave on-chip resonator. In contrast with the Josephson bifurcation amplifier, which has an on-chip capacitor shunting a junction, the resonator is based on a simple coplanar waveguide imposing a predetermined frequency and whose other rf characteristics such as the quality factor are easily controlled and optimized. Under proper microwave irradiation conditions, the CBA has two metastable states. Which state is adopted by the CBA depends on the state of a quantronium qubit coupled to the CBA's junction. Due to the megahertz repetition rate and large signal to noise ratio, we can show directly that the coherence is limited by 1∕f1∕f1∕f gate charge noise when biased at the ``sweet spot''---a point insensitive to first order gate charge fluctuations. This architecture lends itself to scalable quantum computing using a multiresonator chip with multiplexed readouts.