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Focused Ion Beam Irradiation

Updated 2 January 2026
  • Focused ion beam irradiation is a nanofabrication technique that directs energetic ions to alter material structures at the atomic scale.
  • It employs finely tuned beam parameters and chemical environments to control defect formation, sputtering, and phase transitions.
  • This technique enables precise, low-damage patterning for advanced semiconductor, quantum, and photonic devices.

Focused ion beam (FIB) irradiation is a nanofabrication and materials modification technique whereby a tightly focused beam of energetic ions is scanned over a sample to induce atomic-scale structural, chemical, and electronic changes. It enables maskless direct-write lithography—including material removal, property modification, and defect engineering—at length scales down to a few nanometers. The irradiation process generates displacement cascades, creates point and extended defects, and activates chemical, structural, or electronic phase transitions depending on the material composition, ion species, energy, and irradiative environment.

1. Fundamental Physical Mechanisms of FIB Irradiation

When a focused ion of mass M1M_1 and energy E0E_0 impinges on a solid of atomic species M2M_2, its primary energy loss mechanism is elastic nuclear collision, transferring kinetic energy ETE_T to lattice atoms. If ETE_T exceeds the displacement threshold EdE_d (typically 20–30 eV for III–V semiconductors), a Frenkel pair (vacancy plus interstitial) forms. The mean number of displaced atoms per incident ion, νd\nu_d, is governed by the Kinchin–Pease formula: νd(E0){0,E0<Ed E0/(2Ed),EdE0<2Ed 0.8E0/(2Ed),E02Ed\nu_d(E_0) \simeq \begin{cases} 0, & E_0 < E_d\ E_0/(2E_d), & E_d \leq E_0 < 2E_d\ 0.8 E_0/(2E_d), & E_0 \geq 2E_d \end{cases} The total displacement per atom (dpa) for a fluence Φ\Phi (ions cm⁻²) in a target of density N0N_0 is: dpa=Φνd/N0\mathrm{dpa} = \Phi \cdot \nu_d / N_0 Point defects created by this process (vacancies VV, interstitials II) are highly mobile, with migration rates following Arrhenius kinetics Di=D0,iexp[Em,i/(kBT)]D_i = D_{0,i}\exp[-E_{m,i}/(k_BT)], where Em,iE_{m,i} is the migration barrier. These mobile defects can cluster (e.g., V+VV2V + V \to V_2), driven by defect–defect binding energies EbE_b, with rates kc(T)k0exp[Eb/(kBT)]k_c(T) \simeq k_0\exp[-E_b/(k_BT)]. In compound semiconductors, such as GaP, defect clustering can nucleate metallic Ga nanodroplets, further altering surface chemistry and morphology. Sputtering—removal of atoms via momentum transfer—operates concurrently, with yield YY governed by the local binding energy and nuclear stopping power, YiSn(E0)/UieffY_i \propto S_n(E_0)/U_i^{eff} (Scott et al., 2024).

2. Experimental Instrumentation, Environments, and Parameters

FIB irradiation employs sources including Ga⁺, Xe⁺, He⁺, and, in specialized systems, Si²⁺ or Rb⁺. Acceleration voltages typically range from a few keV to 100 keV, with currents from fA to nA. The experimental configuration can be modified through ion species, beam energy, dwell time, step size, and ambient conditions:

  • Beam type: Single-pixel line scans, area rastering, or dose-modulated point arrays.
  • Atmosphere: Ultra-high vacuum is standard; however, chemical environments such as hydrogen plasma can be introduced to alter irradiation chemistry.
  • Temperature: Substrate temperature may be controlled (RT to several hundred °C), determining defect kinetics and annealing rates.
  • Dose and fluence: Device or pattern properties (e.g., constriction width in Josephson junctions, or dose threshold for phase transition) are set by the local dose, often in the range 1011101610^{11}–10^{16} ions cm⁻².

For example, Xe⁺ PFIB at 30 keV achieves local dose rates up to $0.05$ dpa s⁻¹ and sub-1% flux precision using calibrated currents and beam diagnostics (Tunes et al., 2022). In hydrogen-radical environments (RF-generated H* with pH26×105p_{H_2}\approx6\times10^{-5} mbar), beam-induced defect dynamics and material ablation are chemically passivated, allowing ultralow-damage nanofabrication even at high local fluences (Scott et al., 2024).

3. Defect Energetics, Cluster Formation, and Chemical Modulation

Defect formation under FIB irradiation initiates a cascade of chemical and structural changes:

  • Defect immobilization and clustering: Hydrogen radicals can chemically bind at defect sites, modifying defect binding (Ebeff=Eb0+ΔEbE_b^{eff} = E_b^0 + \Delta E_b) and migration energies (Emeff=Em0+αΔEbE_m^{eff} = E_m^0 + \alpha\Delta E_b; α=0.51\alpha=0.5–1). For III–V semiconductors, ΔEb(H)+0.3\Delta E_b(\mathrm{H})\sim+0.3 eV stabilizes vacancies, dramatically suppressing defect mobility and clustering.
  • Suppression of metallic clustering: Passivation of point defects inhibits formation and growth of metallic aggregates (e.g., Ga nanodroplets in GaP), preserving material stoichiometry and morphology even under high fluence.
  • Control of sputtering: Hydrogen adsorption alters surface binding energies—UGaU_{\text{Ga}} for Ga droplets drops by \sim0.2 eV—enhancing the sputter yield YGa(plasma)1.21.5YGa(vacuum)Y_{\text{Ga}}(\mathrm{plasma})\approx1.2–1.5\,Y_{\text{Ga}}(\text{vacuum}) at RT.
  • Temperature and phase regime: Defect passivation efficiency diminishes as temperature increases (>250 °C): at these conditions, surface Ga is liquid, defects anneal rapidly, and the effects of H passivation on sputtering or clustering are absent (Scott et al., 2024).

This chemical control strategy is distinguished from passivation by H₂ gas or H₂O vapor, the latter producing rapid oxidation rather than controlled suppression of irradiation-induced restructuring.

4. Impact on Nanofabrication, Damage Mitigation, and Structure Control

FIB irradiation, appropriately optimized and chemically modulated, enables nanofabrication with minimized structural and compositional disturbance:

  • Surface roughness: In hydrogen plasma at RT, AFM measurements show sub-nanometer surface roughness (Rq<1R_q<1 nm over 30μ30\,\mum scans), preserving device fidelity even at high ion doses (101410^{14}101510^{15} ions cm⁻²).
  • Ablation precision: Smooth surfaces without Ga cluster-induced roughening enable high-precision ablation with line-edge roughness <5<5 nm—robust for trench formation, lamella preparation, or device prototyping.
  • Material generality: The defect passivation and suppression mechanism is minimally invasive and extends beyond GaP to other III–V, II–VI, and oxide compounds, enhancing FIB’s scope for low-damage, high-yield structuring in advanced optoelectronic and quantum device materials.
  • Process integration: In-situ SEM and EDS facilitate real-time monitoring of material composition and morphology, enabling tight process feedback and optimization.

Optimization recommendations include adjusting H₂ partial pressure and RF power to maximize H* flux, tuning substrate temperature to leverage dynamic annealing while preserving immobilized defects, and feedback via real-time compositional analysis.

5. Quantitative Defect Kinetics and Modeling

FIB-induced defect generation and kinetic suppression are captured quantitatively:

  • Defect migration: The effective diffusion constant is suppressed as

Deff=D0exp[Em0+αΔEbkBT]=D0exp(αΔEbkBT)D^{eff} = D_0 \exp\left[-\frac{E_m^0 + \alpha\Delta E_b}{k_B T}\right] = D^0 \exp\left(-\frac{\alpha\Delta E_b}{k_B T}\right)

leading to orders of magnitude reduction in defect mobility.

  • Cluster formation: Clustering (e.g., V+VV2V+V\to V_2) proceeds with rate

kceff(T)=k0exp(Eb0+ΔEbkBT)k_c^{eff}(T) = k_0 \exp\left(-\frac{E_b^0 + \Delta E_b}{k_B T}\right)

meaning chemical passivation approximately exponentiates the reduction factor for clustering versus a bare surface.

  • Droplet dynamics: For Ga nanodroplets, the net growth rate under irradiation and H* exposure follows

dRdt=G(Φ,T)S(Φ,T,pH)\frac{dR}{dt} = G(\Phi,T) - S(\Phi,T,p_H)

where GG (coalescence) is suppressed, and SS (sputtering) is enhanced in hydrogen plasma at RT.

  • Compositional analysis: EDS and AFM distinguish between surface smoothness, droplet presence, and excess Ga or oxide accumulation, directly correlating process parameters to device performance (Scott et al., 2024).

6. Broader Implications for Functional Materials Processing

The integration of FIB irradiation with chemical passivation strategies—hydrogen radical environments in particular—constitutes a paradigm shift for nanofabrication in sensitive semiconductors and complex materials:

  • Functional preservation: Damage-free patterning, stoichiometry retention, and crystallinity preservation enable FIB processing of active materials whose functionality depends critically on local structure and chemistry.
  • Versatility and scalability: The passivation approach permits both high-precision patterning (sub-nm roughness, <5 nm line edge) and scalability to wafer-level device preparation, provided process parameters are optimized for H* delivery and ion beam stability.
  • Expansion to new material classes: The applicability of this methodology extends to a wide range of III–V, II–VI, and oxide systems, facilitating low-damage fabrication of optoelectronic, quantum, and metamaterial architectures previously inaccessible due to irradiation-induced degradation.

Taken together, these findings establish focused ion beam irradiation—when paired with chemical environment optimization—as a robust, tunable, and low-damage tool for advanced nanofabrication and materials engineering, with critical potential for next-generation semiconductor, quantum, and photonic device platforms (Scott et al., 2024).

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