Release 2026-11.1Published 28 October 2026 58 results, 21 machines, 12 benchmarks

The first QubitBenchmark release

Published results for 21 quantum computers and research systems, from 10 makers, show two designs pulling ahead in different directions, and a large gap still to close.

Key points

  • Trapped-ion machines run the biggest test circuits; superconducting machines run them tens of thousands of times faster.
  • Not every “logical qubit” is error-corrected. Several headline counts come from codes that can only detect errors.
  • Most results come from the machines’ makers. Only a handful were measured independently.

Summary. This first release records published benchmark results for quantum computers from Google, IBM, Quantinuum, IonQ, Rigetti, IQM, D-Wave and several neutral-atom groups. Every result links to its original paper or technical document, carries an evidence grade, and is only compared with results measured the same way.

1 Bigger or faster

QUOPS, a new benchmark from Sandia National Laboratories with Quantinuum and NVIDIA, measures two things at once: how large a random circuit a machine can run successfully, and how quickly it runs them. In the first results, Quantinuum’s trapped-ion Helios-1 scored 1,504 on circuits 16 qubits wide, and H2-1 scored 1,320. Google’s Willow (216) and IBM’s ibm_boston (204) ran smaller circuits, 6 qubits wide, but tens of thousands of times faster.

QUOPS score against QUOPS rateHelios: score 1504, 303 per second; H2: score 1320, 353 per second; Willow: score 216, 20000000 per second; Heron r3: score 204, 310000 per second1001,00010⁴10⁵10⁶10⁷10⁸1001,00010,000QUOPS score: size of circuit run successfully (log scale)QUOPS per second (log scale)Helios-1H2-1Willowibm_bostonTrapped ionSuperconductingBigger circuits, slowerSmaller circuits, far faster
Fig. 1Trapped-ion machines run bigger circuits; superconducting machines run them far faster. QUOPS score against QUOPS rate, log scales. Source: Proctor et al., “Benchmarking the computational power of quantum computers”, arXiv:2609.12146 (preprint, 2026). Quantinuum co-wrote the paper and ran its own machines; ibm_boston was tested by the authors without IBM.

The authors estimate that breaking RSA-2048 encryption would need a score of about 250 million, roughly five orders of magnitude beyond today’s machines. Because the paper is not yet peer-reviewed, and because one maker helped design the test, these results are grade B.

2 What counts as a logical qubit

Error-corrected (“logical”) qubits are the route to large, useful machines, and the headline counts are growing fast. But the codes behind them differ. Quantinuum reports 48 logical qubits on Helios with a code that corrects errors. The Harvard–MIT–QuEra, Atom Computing and Infleqtion results used smaller codes that can detect errors but not correct them, and some kept only a small fraction of their runs. We list the two kinds separately and never rank one against the other.

The clearest error-correction result in this release is Google’s: a distance-7 surface code on Willow that fails 0.143% of the time per correction cycle, published in Nature in 2024.

3 Gate errors

The best two-qubit operations now go wrong around once in a thousand tries on trapped-ion machines, and a few times in a thousand on superconducting and neutral-atom machines. Makers report these figures in different ways (median, average or a single best pair), so the chart shows them together only to give a sense of scale.

Two-qubit gate error by machineWillow: 99.86% fidelity; Willow: 99.67% fidelity; Emerald: 99.5% fidelity; Ankaa-3: 99.5% fidelity; Garnet: 99.5% fidelity; Cepheus-1-108Q: 98.82% fidelity; Oxford Ionics two-qubit prototype: 99.9916% fidelity; Helios: 99.921% fidelity; Tempo: 99.9% fidelity; H2: 99.843% fidelity; Forte: 99.536% fidelity; Harvard–MIT rubidium atom array: 99.54% fidelity; Ytterbium atom array: 99.4% fidelity; Cesium atom array: 99.35% fidelity10%1%0.1%0.01%0.001%SuperconductingWillow: 99.86% (mean)Willow (mean)Willow: 99.67% (mean)Willow (mean)Emerald: 99.5% (median)Emerald (median)Ankaa-3: 99.5% (median)Ankaa-3 (median)Garnet: 99.5% (median)Garnet (median)Cepheus-1-108Q: 98.82% (median)Cepheus-1-108Q (median)Trapped ionOxford Ionics two-qubit prototype: 99.9916% (single pair)Oxford Ionics two-qubit p… (single pair)Helios: 99.921% (mean)Helios (mean)Tempo: 99.9% (not stated)Tempo (not stated)H2: 99.843% (mean)H2 (mean)Forte: 99.536% (median)Forte (median)Neutral atomHarvard–MIT rubidium atom array: 99.54% (mean)Harvard–MIT rubidium atom… (mean)Ytterbium atom array: 99.4% (single pair)Ytterbium atom array (single pair)Cesium atom array: 99.35% (not stated)Cesium atom array (not stated)Two-qubit gate error, log scale (further right is better)
Fig. 2Two-qubit gate errors, as published by each maker. One dot per published figure, log scale. Medians, averages and single-pair results are mixed here; each result’s page says which it is.

4 How sure can we be?

Most results in this release come from the makers themselves, in papers or technical documents that explain their method (grade B). A few were measured independently: a Los Alamos study of quantum volume on several cloud machines, a TNO study of D-Wave annealers, and the Metriq project’s tests of IBM and Quantinuum machines. Announcements without a method are kept, with a warning, but never ranked.

Results by evidence grade3 grade Aindependent and peer-reviewed48 grade Bdocumented method7 grade Cannouncement only
Fig. 3Most results come with the maker’s own method. Results in this release by evidence grade. Grade C results are never used for rankings.

Read this update on its own page

Benchmarks explained

Quantum benchmarks explained, from the start

Machines

Superconducting

Trapped ion

Neutral atom

Quantum annealing

Types of quantum computer, compared

From the journal

Researchers and engineers write about their own measurements. Every article names its author and any link to the machine it discusses.

All journal articles

The journal opens soon. The first featured articles will appear here.

Write for QubitBenchmark

Measured something on a quantum computer? Publish it here, next to the data. Reading never needs an account; writing does.

  1. Apply for an account. Tell us who you are, where you work and what you measure.
  2. We approve contributors one by one, usually within a few days.
  3. Write and submit your article, with links to your paper, data or code. Any result you report goes through the same checks as every other number on the site.
  4. We review, edit for clarity and publish. The strongest articles are featured on this page.