Ruthenium trichloride and Kitaev magnets

α-RuCl₃

Also called RuCl₃, Kitaev magnet

van der Waals crystal magnet

The best-studied candidate for a Kitaev quantum spin liquid: a state in which magnetic moments never settle into an ordered pattern, even at absolute zero, and which theory predicts should carry exotic excitations called Majorana fermions. In α-RuCl3 the spins do order, but only below about 7 K, and a magnetic field of about 8 T in the plane of the layers removes that order. What happens above that field is one of the most argued-about questions in condensed-matter physics. The layers peel apart like graphite, and a sheet laid on graphene pulls electrons out of it.

Crystal structure

  • Cl
  • Ru
Cell
Rectangular, a = 5.98 Å, b = 10.35 Å
Atoms per cell
16
Ru–Cl bond
2.36 Å
Height
2.69 Å between the outer atom centres
Ruthenium on a honeycomb, each atom in an octahedron of six chlorine, the octahedra sharing edges – the same kind of layer as CrI3. The Ru–Cl–Ru bonds bend at about 94°, close to the 90° geometry in which ruthenium’s strong spin–orbit coupling is expected to produce the bond-dependent interactions of the Kitaev model. In this refinement the honeycomb is almost perfectly regular, its three Ru–Ru distances within 0.2% of each other. One layer of α-RuCl3 at 60 K, from single-crystal X-ray diffraction (Cao and colleagues, Physical Review B 93, 134423, 2016): a = 5.98 Å, b = 10.35 Å, Ru–Ru 3.45 Å. Stacking faults, common in real crystals, change how layers sit on each other but not the layer itself.

Key properties

  • Zigzag antiferromagnetic order below ~7 K in crystals with few stacking faults; faulted crystals show a second transition near 14 K
  • An in-plane magnetic field of ~7–8 T suppresses the zigzag order
  • A broad continuum of magnetic excitations in neutron and Raman scattering, read as a sign of nearness to a Kitaev spin liquid
  • Reports of a half-quantised thermal Hall effect in the field-induced phase, which other groups could not reproduce or attribute to magnons
  • A strong electron acceptor: in contact with graphene it dopes the graphene with holes at densities of order 1013 cm−2

How it is made

  • Growth of bulk crystals by sublimation or vapour transport in sealed quartz ampoules
  • Chemical vapour transport straight onto yttria-stabilised zirconia (973 → 773 K), planned by thermodynamic simulation, giving crystalline sheets at most 30 nm thick that substrate exfoliation and ultrasonication delaminate reproducibly down to monolayers
  • Mixed Cr1−xRuxCl3 crystals across the whole composition range, deposited as nanosheets 20–50 nm high; the deposit is richer in chromium than the source, but predictably enough that its composition can still be set
  • Mechanical exfoliation down to monolayers
  • Exfoliation in solution into nanosheets, which can be restacked into films

Uses, and how close they are

  • A test platform for Kitaev spin liquids, whose anyons underlie proposals for topological quantum computinglab
  • Doping graphene by contact rather than chemistry, e.g. for plasmonic deviceslab

Readiness runs lab → prototype → pilot → deployed.

Open problems

  1. Is the field-induced phase a quantum spin liquid, and is its thermal Hall effect carried by Majorana modes or by magnons?
  2. Which interactions beyond Kitaev exchange – Heisenberg, off-diagonal Γ, further-neighbour terms – set the ground state, and how large are they?
  3. What happens to the magnetism in a monolayer, where stacking disappears and a substrate can dope the sheet?

Going deeper

Short notes for specialists. Choose a lens in the header and yours comes first.

For theoreticians · your lens

The working model is the extended Kitaev–Heisenberg–Γ model on the honeycomb lattice, with Ru3+ in a j_eff = 1/2 state. Published parameter sets disagree widely: a ferromagnetic Kitaev term of several to over 20 meV, an off-diagonal Γ term of comparable size, and a third-neighbour Heisenberg term needed to stabilise zigzag order. Interpreting the thermal Hall data means distinguishing Majorana edge modes from topological magnons, and that question is not settled.

For experimentalists · your lens

Sample quality decides the result: check for a single transition near 7 K in specific heat or susceptibility, since stacking faults add one near 14 K. Thermal Hall and thermal-conductivity results have varied between crystal batches, so compare samples from more than one growth. On graphene, the charge transfer shows up as a strongly shifted Dirac point in transport and as plasmons at the interface.

For engineers · your lens

No application is in sight: the interesting states exist only below about 10 K and in fields of several tesla. The practical property is its strong charge transfer, a clean way to dope graphene heavily without chemicals.

In the research tracks

Recent news

The newest items tagged α-RuCl3, from the news feed updated 5 Oct 2026.

Preprintnot yet peer reviewed arXiv

Sizable Ligand-Mediated Bond-Dependent Interactions in a Spin-1 Triangular Antiferromagnet NiI2

The bond-dependent anisotropic Kitaev interactions are the key for the Kitaev model, which has attracted intense interest for its potential to host quantum-spin-liquid states and fractional excitations. However, experimental realizations of such interactions remain scarce. Here, we investigate the magnetic excitations…

Preprintnot yet peer reviewed arXiv

Fractional excitations in Kitaev quasi-one-dimensional chain

The Kitaev honeycomb model has attracted significant interest due to its quantum spin liquid ground state, fractionalized Majorana excitations, and topological properties. Motivated by these features, we introduce a quasi-one-dimensional Kitaev-like spin chain derived from a truncated honeycomb geometry. The resulting…

TheoryExperimentα-RuCl₃
Preprintnot yet peer reviewed arXiv

Observation of single antiferromagnetic magnon modes through tunnelling spectroscopy of spin-1/2 Kitaev system a-RuCl3

The small-gap room-temperature semiconductor a-RuCl3, which is known to undergo a Mott-Hubbard transition at low temperatures, is one of the most promising candidates for realisation of an exotic matter form, the quantum spin liquid state, which may have applications in quantum computing. Although extensively…

All 7 items tagged α-RuCl₃ in the news feed  ·  RSS feed for α-RuCl₃

Key references

  1. Mott insulators in the strong spin-orbit coupling limit: from Heisenberg to a quantum compass and Kitaev modelsJackeli and Khaliullin · Physical Review Letters 102, 017205 (2009)cited by 2,287doi:10.1103/PhysRevLett.102.017205
  2. α-RuCl3: a spin-orbit assisted Mott insulator on a honeycomb latticePlumb et al. · Physical Review B 90, 041112 (2014)cited by 808doi:10.1103/PhysRevB.90.041112
  3. Proximate Kitaev quantum spin liquid behaviour in a honeycomb magnetBanerjee et al. · Nature Materials 15, 733 (2016)cited by 839doi:10.1038/nmat4604
  4. Magnetic properties of restacked 2D spin 1/2 honeycomb RuCl3 nanosheetsWeber et al. · Nano Letters 16, 3578 (2016)cited by 103doi:10.1021/acs.nanolett.6b00701
  5. Majorana quantization and half-integer thermal quantum Hall effect in a Kitaev spin liquidKasahara et al. · Nature 559, 227 (2018)cited by 874doi:10.1038/s41586-018-0274-0
  6. Planar thermal Hall effect of topological bosons in the Kitaev magnet α-RuCl3Czajka et al. · Nature Materials 22, 36 (2023)cited by 145doi:10.1038/s41563-022-01397-w
  7. Charge-transfer plasmon polaritons at graphene/α-RuCl3 interfacesRizzo et al. · Nano Letters 20, 8438 (2020)cited by 95doi:10.1021/acs.nanolett.0c03466
  8. Chemical vapor growth and delamination of α-RuCl3 nanosheets down to the monolayer limitGrönke et al. · Nanoscale 10, 19014 (2018)cited by 42doi:10.1039/C8NR04667K
  9. Synthesis of micro- and nanosheets of CrCl3–RuCl3 solid solution by chemical vapour transportFroeschke et al. · Nanoscale 14, 10483 (2022)cited by 7doi:10.1039/D2NR01366E