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arxiv: 1702.00869 · v3 · pith:DDERCFV4new · submitted 2017-02-02 · ❄️ cond-mat.supr-con · quant-ph

3-Wave Mixing Josephson Dipole Element

classification ❄️ cond-mat.supr-con quant-ph
keywords elementthree-wavedipolejosephsonmixingnonlinearityoperationspure
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Parametric conversion and amplification based on three-wave mixing are powerful primitives for efficient quantum operations. For superconducting qubits, such operations can be realized with a quadrupole Josephson junction element, the Josephson Ring Modulator (JRM), which behaves as a loss-less three-wave mixer. However, combining multiple quadrupole elements is a difficult task so it would be advantageous to have a pure three-wave dipole element that could be tessellated for increased power handling and/or information throughput. Here, we present a dipole circuit element with third-order nonlinearity, which implements three-wave mixing. Experimental results for a non-degenerate amplifier based on the proposed pure third-order nonlinearity are reported.

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