Communications Physics (Aug 2023)

A spinwave Ising machine

  • Artem Litvinenko,
  • Roman Khymyn,
  • Victor H. González,
  • Roman Ovcharov,
  • Ahmad A. Awad,
  • Vasyl Tyberkevych,
  • Andrei Slavin,
  • Johan Åkerman

DOI
https://doi.org/10.1038/s42005-023-01348-0
Journal volume & issue
Vol. 6, no. 1
pp. 1 – 9

Abstract

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Abstract Time-multiplexed Coherent Ising Machines (CIMs) have demonstrated promising results in rapidly solving large-scale combinatorial problems. However, CIMs remain relatively large and power-demanding. Here, we demonstrate a spinwave-based Ising machine (SWIM) that due to the low spinwave group velocity allows for sufficient miniaturization and reduced power consumption. The SWIM is implemented using a 10-mm-long 5-μm-thick Yttrium Iron Garnet film with off-the-shelf microwave components and can support an 8-spin MAX-CUT problem and solve it in less than 4 μs consuming only 7 μJ. As the SWIM minimizes its energy, we observe that the spin states can demonstrate both uniform and domain-propagation-like switching. The developed SWIM has the potential for substantial further miniaturization with reduction of power consumption, scalability in the number of supported spins, increase of operational speed, and may become a versatile platform for commercially feasible high-performance solvers of combinatorial optimization problems.