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[Semiconductor Quantum Computer – External Research Review] XOSO Qubits Leveraging Hole Spins and Strong Spin–Orbit Interaction – A New Proposal in Silicon/Germanium

Yuichiro Minato

2025/08/15 04:16

[Semiconductor Quantum Computer – External Research Review] XOSO Qubits Leveraging Hole Spins and Strong Spin–Orbit Interaction – A New Proposal in Silicon/Germanium

Introduction

While our research primarily focuses on electron-spin semiconductor quantum dot qubits,
there is a growing body of work exploring hole-spin-based approaches.

A paper posted on arXiv in October 2024,
“Exchange-Only Spin-Orbit Qubits in Silicon and Germanium” (Stefano Bosco et al., QuTech),
proposes a new XOSO (Exchange-Only Spin-Orbit) qubit architecture that uses hole-spin quantum dots in silicon/germanium and exploits strong spin–orbit interaction (SOI).

https://arxiv.org/abs/2410.05461

By using SOI for complete electrical control, this approach eliminates the need for magnetic field gradients or complex pulse synchronization—often required in conventional Exchange-Only (XO) designs—and enables single-step, low-leakage two-qubit gates.

XOSO Qubit Structure and Encoding

Conceptual Structure Diagram

[QD1]──J12──[QD2]──J23──[QD3]
   ↑ Hole spin   ↑ Hole spin   ↑ Hole spin
   (SOI active)  (SOI active)  (SOI active)
  • Quantum dots (QD1–QD3) each confine a single hole spin

  • Exchange interactions J_{12}, J_{23} are tuned to manipulate the computational basis

  • SOI tilts each spin’s quantization axis, enabling anisotropic exchange interactions

  • Qubits are encoded in the three-spin exchange-only subspace:

    • Computational basis: total spin quantum number S=1/2 doublet
    • Leakage states: S=3/2 quadruplet

Comparison with Conventional XO

Feature Conventional XO (Electron Spin) XOSO (Hole Spin + SOI)
Main material Si/SiGe, GaAs (electrons) Si/SiGe, Ge (holes)
Spin control Exchange-only (magnetic gradients not required in principle, but often added) All-electric control via strong SOI
Rotating frame Sometimes required Not required (SOI provides control axes)
Gate layout 3 dots with plunger + barrier gates 3 dots with SOI-enabled simplified wiring
Two-qubit gates Multi-step exchange pulses Single-step low-leakage gates
Leakage suppression Pulse design & multi-step control Natural suppression via encoding + SOI
Implementation issue Small g-factor anisotropy makes all-electric control difficult Requires uniform SOI and high-quality material
Scalability Many control lines, complex routing Fewer gates, easier scaling
Operation speed μs–ns (depending on control) ns-scale operation possible
Noise sensitivity Sensitive to detuning noise First-order insensitivity at charge symmetry point

Note: Magnetic Field Gradients & Microwaves in Electron XO

  • In principle, not required: A three-dot electron-spin system can implement all gates purely via exchange interactions

  • Reasons added in practice:

    1. To simplify single-qubit control
    2. To shorten gate times
    3. To suppress leakage
  • As a result, some implementations integrate micromagnets or ESR microwave lines

Scalability Considerations

  1. Reduced wiring and control complexity

    • XOSO removes the need for magnetic gradients or microwave lines, increasing wiring density
    • No need for complex multi-gate pulse synchronization hardware
  2. Fabrication compatibility

    • Hole-spin devices in Ge or SiGe have strong CMOS process compatibility
    • SOI strength and stability depend on wafer quality
  3. Performance

    • SOI enables fast gate operations
    • However, it may introduce additional electrical noise channels, requiring careful shielding and layout design
  4. Large-scale challenges

    • Crosstalk from electric fields and device variability must be managed
    • Multi-chip and modular interconnect strategies will be essential

Conclusion

The XOSO qubit architecture demonstrates that hole spins and strong spin–orbit coupling can remove the need for magnetic structures and multi-step controls often added to XO systems.

While the physical properties and control mechanisms differ from electron-spin approaches,
a comparative and complementary evaluation of both paths is essential for achieving truly scalable semiconductor quantum processors.

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