Machine Learning Approach to Characterization of Multiple Fluxonium Qubits
ORAL
Abstract
Three energy parameters characterize fluxonium qubits: the charging energy EC, inductance energy EL, and Josephson energy EJ . Fitting of the fluxonium spectral lines as functions of the external flux provides estimates for these parameters. The fitting method based on the exact
Hamiltonian diagonalization for each new set of energy parameters is viable for a small number of qubits. For a larger system of qubits, such fitting becomes inefficient. Here we propose a machine learning approach by training a neural network that takes the measured 0-1 transition energies at several external flux values and predicts parameters EC, EL, and EJ for each uxonium qubit. We demonstrate that such a prediction model can be generalized for many non-interacting or weakly interacting fluxonium qubits. This approach also allows us to identify transitions between higher energy states correctly. Analyzing energy parameters of a large number of fluxoniums on a chip will help to improve the fabrication of fluxonium processors.
Hamiltonian diagonalization for each new set of energy parameters is viable for a small number of qubits. For a larger system of qubits, such fitting becomes inefficient. Here we propose a machine learning approach by training a neural network that takes the measured 0-1 transition energies at several external flux values and predicts parameters EC, EL, and EJ for each uxonium qubit. We demonstrate that such a prediction model can be generalized for many non-interacting or weakly interacting fluxonium qubits. This approach also allows us to identify transitions between higher energy states correctly. Analyzing energy parameters of a large number of fluxoniums on a chip will help to improve the fabrication of fluxonium processors.
–
Presenters
-
Yinqi Chen
Department of Physics and Wisconsin Quantum Institute, University of Wisconsin - Madison
Authors
-
Yinqi Chen
Department of Physics and Wisconsin Quantum Institute, University of Wisconsin - Madison
-
Maxim G Vavilov
University of Wisconsin-Madison, Department of Physics and Wisconsin Quantum Institute, University of Wisconsin - Madison, University of Wisconsin - Madison, University of Wisconsin - Madison, Madison, Department of Physics, University of Wisconsin-Madison, University of Wisconsin, Madison