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Article

Plasma-Enhanced Atomic Layer Deposition of AlF3 Antireflective Coatings via Pulse-Time Control of Fluorine Radical Reactions

1
Xiamen Key Laboratory of Development and Application for Advanced Semiconductor Coating Technology, The School of Opto-Electronic and Communication Engineering, Xiamen University of Technology, Xiamen 361024, China
2
Institute of Optoelectronic Display, National & Local United Engineering Lab of Flat Panel Display Technology, Fuzhou University, Fuzhou 350002, China
3
School of Advanced Manufacturing, Fuzhou University, Quanzhou 362200, China
4
CAS Key Laboratory of Design a Assembly of Functional Nanostructures, Fujian Provincial Key Laboratory of Nanomaterials, Fujian Institute of Research on the Structure of Matter, Chinese Academy of Sciences, Fuzhou 350002, China
5
Key Laboratory of Green Perovskites Application of Fujian Province Universities, Fujian Jiangxia University, Fuzhou 350108, China
*
Authors to whom correspondence should be addressed.
Nanomaterials 2026, 16(1), 43; https://doi.org/10.3390/nano16010043
Submission received: 29 November 2025 / Revised: 22 December 2025 / Accepted: 23 December 2025 / Published: 29 December 2025
(This article belongs to the Section Nanophotonics Materials and Devices)

Abstract

Plasma-enhanced atomic layer deposition (PEALD) is used to grow high-quality aluminum fluoride (AlF3) antireflective coatings via a safe, HF-free route using trimethylaluminum and SF6 plasma. In situ diagnostics reveal a reaction pathway mediated by a hydrogen-terminated fluorinated surface (s-FH). By systematically varying the plasma pulse duration, a critical process window is identified that balances efficient ligand removal against ion-induced structural damage. Within this optimized window, the films achieve ultra-low impurity levels and an atomically smooth morphology, increasing the optical transmittance of glass to (97.6 ± 0.5)%. This study establishes a clear link between fundamental plasma kinetics and functional optical performance, providing a robust, non-corrosive strategy for the rational design of metal–fluoride PEALD coatings.

1. Introduction

Aluminum fluoride (AlF3) is a compelling dielectric material, distinguished by its ultra-wide bandgap (>10 eV), very low refractive index (~1.3–1.4), and excellent chemical and thermal stability [1,2,3]. These attributes make it a key enabling material for a variety of advanced technologies, including high-performance antireflective coatings for deep-ultraviolet optics, gate dielectrics in wide-bandgap electronics, and protective layers for next-generation lithium-ion batteries [4,5,6,7,8]. Realizing these applications, however, demands AlF3 thin films that are not only stoichiometric and highly pure but also conformal and atomically smooth—requirements that are difficult to meet using conventional deposition techniques. Traditional approaches such as physical vapor deposition and chemical vapor deposition (CVD) often exhibit limited conformality, require elevated processing temperatures, or introduce plasma-induced damage, all of which can degrade film quality [9,10]. In contrast, atomic layer deposition (ALD) has emerged as a superior technique, offering angstrom-level thickness control, excellent conformality, and low-temperature processing capabilities [11,12,13]. The most widely used thermal ALD (TALD) route for AlF3 employs trimethylaluminum (TMA) and hydrogen fluoride (HF) as the precursor pair [14]. Although effective, this process relies on highly corrosive and hazardous HF, which raises serious concerns regarding safety, tool compatibility, and long-term process integration.
Plasma-enhanced ALD (PEALD) offers a promising alternative by replacing corrosive HF with reactive plasma species, such as SF6. Pioneering works have successfully established the baseline feasibility of this process. For instance, Vos et al. [15] first demonstrated the growth of low-refractive-index AlF3 films using TMA and SF6 plasma, proving that high-purity films could be obtained at temperatures as low as 100 °C. Building on this foundation, Messina et al. [12] provided a critical comparison between thermal and plasma-enhanced routes, highlighting that PEALD yields films with superior density and stability, particularly in the vacuum ultraviolet regime. More recently, Nieminen et al. [16] offered significant mechanistic insights by utilizing in situ diagnostics to identify the primary reaction byproducts (e.g., HF, CH4) and establishing the general surface reaction pathway. Huang et al. [17] further extended the application scope by integrating PEALD AlF3 into bilayer antireflection stacks.
Despite these significant advances, a critical knowledge gap remains regarding the kinetic control of the plasma fluorination step. Previous studies have predominantly treated the plasma exposure as a fixed parameter or focused on identifying steady-state reaction species. However, the dynamic evolution of surface reactions during the plasma pulse has not been systematically elucidated. Current literature has not fully explored the delicate competition between fluorination saturation, impurity ligand removal, and potential plasma-induced etching. While the plasma pulse time governs both the total radical dose and ion bombardment energy, its precise impact on defect formation and refractive index evolution is not yet fully understood. Without mapping these temporal dynamics, the process cannot be rationally optimized to balance film stoichiometry against plasma damage.
In this study, we address this challenge with the clear scientific objective of elucidating the time-dependent surface kinetics of SF6 plasma fluorination and establishing its direct correlation with film functional properties. Our central hypothesis is that the plasma step operates within a competitive kinetic regime, where a specific time window exists that is sufficient to fully eliminate organic ligands but short enough to prevent ion-induced damage. To validate this hypothesis, we employ time-resolved in situ optical emission spectroscopy (OES) and residual gas analysis (RGA) to monitor the saturation dynamics of the fluorination half-cycle. We then explicitly correlate the plasma pulse duration with impurity incorporation and refractive index evolution. Based on these insights, a refined mechanistic model is developed to rationalize the trade-off between complete fluorination and plasma-induced degradation. Finally, we demonstrate the practical utility of this mechanistic understanding by fabricating a high-performance antireflective coating, thereby linking fundamental process control to device-level optimization.

2. Experimental Methods

Glass substrates (2 cm × 2 cm) were cleaned using ionized water, isopropanol alcohol, and ethanol for 15 min. The cleaned substrates were then dried in an oven at 75 °C for 30 min. Afterwards, the substrates were sent to the chamber of an PEALD system (ICP-ALD 200, Xiamen Xinyifang Technology Co., Ltd., Xiamen, China). The chamber of the PEALD system was pumped down with a turbo pump to a base pressure of 3.2 × 10−6 Torr. A remote inductively coupled plasma (ICP) configuration was employed. The substrate holder was positioned downstream from the plasma source with a fixed plasma–substrate distance of approximately 25 cm. The ICP quartz tube was intentionally coated with polytetrafluoroethylene (PTFE) in order to resist plasma bombarding, which can eject oxygen atoms out from the quartz tube to cause oxygen contamination. The PEALD AlF3 films were deposited using TMA (purity: 99.999%, Aimou Yuan, Nanjing, China) precursor and SF6 plasma. The TMA liquid was stored in a bubbler at 25 °C, and the TMA vapor molecules were carried out from the bubbler by using nitrogen carrier gas (purity: 99.999%) of 100 sccm. The SF6 plasma was generated by the remote ICP source operating at 13.56 MHz with an RF power of 600 W. During the deposition process, the chamber pressure was maintained at 2.1 × 10−1 Torr. The SF6 pulse time (t) was varied from 1 to 9 s to investigate its effect on film properties. The detailed deposition parameters are summarized in Table 1. The purge gas used for TMA and SF6 plasma pulses was the nitrogen. The ALD cycle number was kept to 900 cycles. Due to the variation in growth kinetics, the resulting film thicknesses for the different plasma pulse times were approximately 80 nm (1 s), 110 nm (3 s), 100 nm (5 s), 75 nm (7 s), and 65 nm (9 s). These specific film thicknesses were consistent across all characterization methods employed in this study.
The thickness and refractive index of the AlF3 films were determined by spectroscopic ellipsometry (M2000, J.A. Woollam Co., Inc., Lincoln, NE, USA) in the spectral range of 300–800 nm at an incident angle of 65°. Data analysis was performed using the CompleteEASE software (available online: https://www.jawoollam.com/; accessed on 26 October 2025). The optical system was modeled as a four-layer stack consisting of the ambient air, a surface roughness layer, the bulk AlF3 film, and the glass substrate. The optical constants of the bare glass substrate were determined independently prior to film deposition to ensure modeling accuracy. The AlF3 layer was modeled using the Cauchy dispersion relation, where the extinction coefficient was fixed at zero. This assumption was justified by the ultra-wide bandgap of AlF3 which ensures negligible absorption in the visible region. Testing with non-zero extinction coefficients yielded negligible values without improving the fit quality and confirmed the validity of the transparent model. The 50% void fraction was adopted to eliminate parameter correlation between the void percentage and the roughness layer thickness. Varying this void fraction between 40% and 60% primarily influenced the calculated roughness layer thickness but resulted in negligible changes to the extracted bulk refractive index and film thickness. The OES were collected using a spectrometer (C210-DUVN, Xiamen Xinyifang Technology, Xiamen, China) over a wavelength range of 200–1000 nm, with an integration time of 100 ms and averaged over 10 acquisitions for each condition. The gas-phase species in the chamber were monitored by an RGA system (Split Flow 80, INFICON, Bad Ragaz, Switzerland) operating with an electron energy of 70 eV. The scan covered a mass-to-charge ratio (m/z) range of 1–100 amu with a step size of 0.5 amu and a dwell time of 100 ms per amu. The transmittance and reflectance spectra were measured using a UV-visible spectrometer (Lambda 850, PerkinElmer, Waltham, MA, USA). The element composition and chemical states were investigated using X-ray photoelectron spectroscopy (XPS, ESCALAB 107250Xi, Thermo Fisher Scientific, Waltham, MA, USA) using a monochromatic Al Kα radiation source (spot size: 400 µm). Survey scans were acquired with a pass energy of 150 eV and a step size of 1 eV to identify elemental presence. High-resolution core-level spectra were subsequently recorded with a pass energy of 30 eV and a step size of 0.1 eV to resolve detailed chemical bonding states. Prior to the XPS measurements, the surface of the samples was etched by an Ar+ ion beam. The surface morphology and root-mean-square surface roughness were obtained using an atomic force microscopy (AFM, XE7, Park-Systems, Suwon, Republic of Korea). The surface morphology and roughness were characterized by atomic force microscopy (AFM, XE7, Park-Systems, Suwon, Korea) in tapping mode using a silicon cantilever (tip radius < 10 nm). Height images were typically recorded over a 5 × 5 μm2 area with a resolution of 512 × 512 pixels at a scan rate of 1 Hz. The root-mean-square (RMS) roughness was extracted from the height maps after standard plane correction. The crystalline structure of the films was evaluated by grazing-incidence X-ray diffraction (GIXRD, TTRAXIII, Rigaku, Japan) using Cu Kα radiation (λ = 0.15418 nm). The measurements were conducted at a fixed incidence angle of 0.5°, with patterns collected over a 2θ range of 10–80° at a scan rate of 1°/min (step size: 0.02°). To ensure the reproducibility of the results, three independent deposition runs were performed for each experimental condition on different days. Consequently, all quantitative data reported herein for growth per cycle (GPC), F/Al atomic concentration ratios, RMS roughness, and optical transmittance are presented as the mean with standard deviation.

3. Results and Discussion

Figure 1a shows the optical emission spectra (OES) of the SF6 plasma used in this work. Under plasma discharge, SF6 molecules are dissociated by electron-impact collisions, and a fraction of the resulting fragments are excited to higher electronic states. Their subsequent relaxation to lower energy levels emits photons that are captured by OES. The broad features observed at 350–670, 670–870, and 921 nm are attributed to SFx (1 ≤ x ≤ 5), F*, and S species, respectively [16,18]. In addition, the peaks at 340–350 nm are assigned to F+ species, as confirmed by comparison with the NIST database [19]. To assess the temporal stability of the SF6 plasma during the pulse, the intensity of the most prominent fluorine emission line (F* at 686.09 nm) was monitored as a function of SF6 plasma pulse time. As shown in Figure 1b, the F* intensity increases initially and then reaches a plateau, remaining essentially constant from 1 s to 9 s. This behavior directly evidences a stable and reproducible plasma discharge over this time window, implying a well-controlled and repeatable flux of reactive species impinging on the substrate during PEALD. Figure 1c,d present the integrated emission intensities of F* (670–870 nm) and F+ (340–350 nm) as a function of SF6 plasma pulse time. Both species exhibit a nearly linear increase in accumulated intensity with increasing pulse time, reflecting the progressively larger total dose of fluorine-containing species delivered to the surface. The neutral fluorine radicals (F*) are particularly critical, as they react with the TMA-derived methyl-terminated surface to efficiently remove CH3 ligands and form Al–F bonds, thereby enabling self-limiting fluorination. In contrast, although a modest concentration of F+ has limited impact on film growth, an excessive ion flux can strongly bombard the growing surface, break bonds, and introduce ion-induced damage. This ultimately degrades film quality, underscoring the need to carefully balance neutral radical supply against ion bombardment when optimizing the plasma pulse time for high-quality AlF3 PEALD films.
Figure 2 presents the temporal evolution of key mass-to-charge (m/z) signals, monitored by in situ RGA, thereby resolving the sequence of chemical events within a single PEALD cycle. At the beginning of the cycle, all tracked signals remain at a stable, low-intensity background level, indicating an inert gas-phase environment. The first half-reaction is initiated at 6 s by igniting the SF6 plasma. The sharp rise in the signal at m/z = 127, attributed to SF5+—the principal fragment of SF6 [16,20,21]—confirms effective precursor dissociation and the rapid generation of fluorine-containing plasma species. Simultaneously, a series of reaction byproducts emerges: carbon tetrafluoride (CF4, identified via its dominant fragment CF3+ at m/z = 69 [16]), trifluoromethane (CHF3, via CF2H+ at m/z = 51 [16]), and hydrogen fluoride (HF, m/z = 20 [14,16,22]). The concurrent appearance of CF4 and CHF3 is particularly revealing. It indicates that the removal of surface methyl groups proceeds via two parallel fluorination pathways. The formation of CF4 corresponds to a complete fluorination route, in which all C–H bonds are replaced by C–F bonds under the action of the highly reactive, fluorine-rich plasma. In contrast, the formation of CHF3 reflects a reaction pathway yielding a volatile species in which one C–H bond remains intact. It is crucial to note that both CF4 and CHF3 serve as effective elimination routes for removing carbon from the surface. Analysis of the RGA signal intensities reveals that these two pathways operate in parallel with a relatively constant ratio throughout the plasma pulse (1–9 s). This stability confirms that the reaction mechanism itself does not change over time. The completeness of ligand removal is strictly governed by the cumulative reaction time. After the RF power is switched off at 9 s, a 10 s purge step efficiently removes the gaseous reactants and byproducts, as evidenced by all mass signals returning to their initial background levels. The second half-reaction begins at 18 s with the introduction of the TMA pulse. This step is marked by a pronounced increase in the signal at m/z = 16, corresponding to CH4, which is observed as the sole volatile byproduct [15,16,23]. The exclusive formation of methane is a crucial mechanistic signature: it implies that the preceding plasma step not only strips the methyl ligands but also leaves the surface terminated with hydrogen-containing fluorinated species. These surface—F(H) groups then react cleanly with incoming TMA to produce CH4, consistent with a well-defined, self-limiting ligand-exchange reaction. Together, the RGA data in Figure 2 provide a coherent, time-resolved picture of the PEALD cycle, directly linking plasma-driven fluorination chemistry to the formation of a protonated fluorine–terminated surface that underpins the subsequent AlF3 growth.
Based on the in situ OES and RGA results, a detailed surface reaction mechanism for the PEALD of AlF3 is proposed, as schematically illustrated in Figure 3. In the absence of direct vibrational spectroscopy, the RGA data indicates that the deposition proceeds on a hydrogen-terminated fluorinated surface (tentatively s-FH). This is supported by the consistent detection of CH4 during the TMA half-cycles. Residual OH groups or hydrogen on the glass substrate could theoretically generate CH4, but this influence is restricted to the very first few ALD cycles. Once the growing AlF3 film fully covers the substrate, the CH4 generation observed during steady-state growth implies that FH ligands are continuously regenerated on the film surface during the SF6 plasma step. This regeneration mechanism aligns with prior reports on ALD AlF3, where such a termination is considered essential for the reaction with TMA [14,15]. On this basis, the self-limiting TMA half-reaction can be plausibly written as:
s-FH + Al(CH3)3 → s-F-Al(CH3)2 + CH4
where s denotes the substrate surface. After the TMA pulse and subsequent purge, residual gas-phase species and CH4 are removed, leaving the surface terminated with Al(CH3)2 groups. The second half-reaction involves exposing this Al(CH3)2-terminated surface to the SF6 plasma. The completeness of this step—and thus the resulting film quality—depends critically on the plasma pulse time, leading to three distinct regimes, as depicted in Figure 3. (i) Short plasma exposure (t = 1 s). For a short SF6 plasma pulse, the total dose of fluorine radicals and energetic ions is insufficient to drive ligand exchange to completion across the entire surface. As a result, the removal of carbon-containing ligands is incomplete, yielding a mixed surface that contains fully converted AlF3 alongside residual carbonaceous fragments. This can be summarized as:
s-F-Al(CH3)2 + F* → s-F-Al-(FH)2 + s-F-Al-Fx(CHy)z + HF, CF4, CHF3
where F* denotes neutral fluorine radicals. In this regime, the process must also regenerate the active s-FH sites required for the next cycle. This regeneration is likely driven by surface protonation facilitated by the abundant HF generated in situ, as suggested by the HF RGA signal. (ii) Self-limiting PEALD window (3 ≤ t < 7 s). When the plasma pulse time is sufficiently long (e.g., 3–5 s), the F* dose becomes adequate to fully remove the methyl ligands and to completely fluorinate the surface, forming a dense, stoichiometric AlF3 layer. This regime is consistent with the simultaneous detection of CF4 (via its m/z = 69 fragment) and CHF3 (m/z = 51), reflecting the coexistence of two parallel volatile pathways (CF4 and CHF3) that together ensure exhaustive ligand removal. The overall reaction can be written as:
s-F-Al(CH3)2 + F* → s-F-Al-(FH)2 + HF, CF4, CHF3
Within this window, minor variations with pulse time still exist. For example, as the exposure is extended from 3 s to 5 s, a slightly higher ion flux may begin to introduce a small degree of structural disorder. Nevertheless, the films remain chemically pure and highly dense, corresponding to the optimal growth regime identified experimentally. (iii) Excessive plasma exposure (7 ≤ t ≤ 9 s). For longer plasma pulses, the surface is subjected to substantial bombardment by a high flux of F+ ions, while the chemical fluorination reaction is already complete. In this overexposed regime, the dominant effect shifts from chemistry to ion-driven physics: sustained ion bombardment can induce bond breaking, generate defects, increase surface roughness, and reduce film density through sputtering or microstructural damage. This can be conceptually expressed as:
s-F-Al(CH3)2 + F*, F+ → s-F-Al-(FH)2 + s-F-Al-Fx + HF, CF4, CHF3
where s-F-Al-Fx denotes a damaged, sub-stoichiometric Al-Fx environment. Although direct ion flux measurements were not performed, the transition to an ion-driven regime is rationalized by the specific configuration of the remote ICP source. Based on literature for similar remote ICP reactors, the average ion energy is expected to be comparable to 9 ± 1 eV, with an ion flux of approximately 1013 cm−2s−1 [24]. Consequently, the critical factor is not the single-particle energy but rather the cumulative ion-energy dose defined as the product of mean energy, flux, and time. As evidenced by the linear rise in F+ emission intensity in Figure 1d, the total energy delivered to the surface increases continuously with pulse duration. In this work, the fluorination reaction reaches chemical saturation at 3–5 s. Beyond this saturation point, the sustained bombardment at 7–9 s provides a high cumulative dose that disrupts the Al-F bonding equilibrium. This promotes the preferential sputtering (or selective stimulated desorption) of the lighter fluorine atoms, which are more susceptible to energy-induced removal than Al atoms. This shift from self-limiting growth to energy-induced fluorine loss accounts for the decline in growth rate, the fluorine deficiency, and the increased surface roughness observed in the following GPC, XPS, and AFM characterizations. The fluorine deficiency corresponds to the generation of point defects, specifically anion vacancies or unsaturated metal sites within the lattice. Comparative analysis with well-studied fluorides offers critical insights into the potential consequences of these defects. For instance, Romanova et al. [25] demonstrated that defect sites in CaF2 serve as charge traps that fundamentally alter dielectric behavior. Similarly, Skriabin et al. [26] showed that radiation-induced surface defects in MgF2 can facilitate oxygen diffusion, thereby accelerating surface degradation and oxidation. Drawing from these findings, it can be predicted that the F-deficient PEALD AlF3 films generated in the excessive exposed regime are likely susceptible to similar failure modes, where anion vacancies could act as charge traps or pathways for post-deposition oxidation, ultimately compromising optical stability. Taken together, the mechanism reveals that an optimal plasma pulse time must balance two competing requirements: supplying sufficient F* radicals to ensure complete ligand removal and full fluorination, while avoiding excessive F+ bombardment that compromises structural integrity. This framework provides a clear mechanistic basis for the subsequent correlation between plasma pulse time, film composition and microstructure, and ultimately the optical performance of the AlF3 coatings. To investigate the influence of SF6 plasma pulse time on the AlF3 deposition, the growth characteristics are studied.
Figure 4a displays the film thickness as a function of the number of PEALD cycles for various plasma pulse times. For all conditions, the film thickness exhibits a good linear dependence on the number of cycles. This linearity confirms that each cycle contributes a consistent and repeatable amount of material, which is a hallmark of a self-limiting deposition process [13,27]. To rigorously validate the ideal ALD characteristics of the developed process, the saturation behavior of the precursor half-reaction and the temperature dependence are evaluated, as detailed in Figure S1 (Supporting Information). The GPC remains constant for TMA pulse times exceeding 0.1 s, confirming that the precursor adsorption is self-limiting. Furthermore, the growth rate exhibits a stable plateau across a substrate temperature range of 200–300 °C, establishing an ALD temperature window. These results, combined with the strict linear relationship between film thickness and cycle number shown in Figure 4a, unequivocally classify the process as true ALD. The GPC was extracted from the slope of these linear fits, and the results are plotted against the plasma pulse time in Figure 4b. The GPC plot provides compelling quantitative evidence for the three reaction regimes hypothesized previously. At t = 1 s, the GPC is suppressed to 0.91 ± 0.03 Å/cycle. This confirms incomplete surface reactions and thus a reduced growth rate, as postulated. As t = 3 and 5 s, the GPC rises to a stable plateau of approximately (1.20 ± 0.02)–(1.30 ± 0.02) Å/cycle. This distinct saturation behavior defines the ALD window, in which the plasma dose is sufficient for complete chemical reactions. For longer exposures of t = 7 and 9 s, a clear decrease in GPC to (0.90 ± 0.02) and (0.85 ± 0.02)Å/cycle, respectively, is observed. This trend strongly supports the existence of a competing soft-etching or sputtering effect caused by prolonged ion bombardment, which becomes significant after chemical saturation is achieved.
In Figure 5a, the XPS survey spectra for AlF3 films grown with plasma pulse times between 1 and 9 s are dominated by intense Al 2p/2s and F 1s/F KLL features, while C 1s and O 1s peaks remain barely above the detection limit. This immediately points to a highly fluorinated aluminum matrix with only trace levels of extrinsic impurities. Quantitative analysis of the high-resolution spectra, summarized in Figure 5b, shows that the F/Al atomic ratio follows a pronounced non-monotonic dependence on plasma pulse time. Starting from a sub-stoichiometric value of 2.55 ± 0.03 at 1 s, the ratio increases to a maximum of 2.94 ± 0.04 at 3 s. The small standard deviation derived from three independent runs demonstrates high process reproducibility. Considering the typical XPS quantification uncertainty of ~10% [28], the measured value is experimentally indistinguishable from the ideal stoichiometric ratio of 3.00. This confirms the formation of fully fluorinated AlF3. The ratio then gradually decreases to 2.48 ± 0.04 at 9 s. This evolution closely tracks the GPC behavior: the initially low ratio reflects incomplete fluorination under insufficient plasma exposure, the peak at 3 s marks the condition of most efficient fluorine incorporation within the self-limiting PEALD window, and the subsequent decline at longer pulses is consistent with preferential sputtering of the lighter fluorine atoms during prolonged ion bombardment, yielding an increasingly Al-rich film. For the impurity profiles, carbon serving as a direct probe of TMA ligand removal is strongly elevated at short plasma exposure: at 1 s, the carbon content reaches 3.47 at.%, indicating a substantial population of residual carbonaceous fragments. This high impurity level aligns with the kinetic limitation suggested by the RGA data. Since the CF4 and CHF3 removal routes operate at a constant ratio, the residual carbon at short pulse times is not due to a shift in reaction pathway, but because the short plasma duration is insufficient to convert all surface methyl ligands into these volatile byproducts. When the plasma pulse is extended to 3 s, the carbon concentration collapses to ~0.3 at.% and remains at this low level for all longer exposures, demonstrating that a 3 s plasma step is sufficient to fully strip the organic ligands. Oxygen levels are consistently below 0.56 at.% across all conditions, underscoring the robustness of the oxygen-free PEALD chemistry. It is noted that hydrogen cannot be quantified by XPS, and since complementary techniques such as elastic recoil detection analysis or secondary ion mass spectrometry are not performed, the specific hydrogen content in these films remains an assumption that is not directly verified in this study. Nevertheless, the presence of hydrogen is chemically deduced from the RGA data, where the exclusive formation of methane necessitates a hydrogen source on the surface. Consistent with this observation, literature on similar PEALD AlF3 processes explicitly reports hydrogen concentrations of ~1.7 at.% [15], suggesting that a comparable trace incorporation is likely present in our films. The evolution of fluorine bonding is further clarified in Figure 5c, where the F 1s core-level spectra are deconvoluted into two components: a dominant peak at ~685.5 eV attributed to F-Al bonds and a weaker shoulder at ~687.0 eV assigned to F–C species [10,27]. The fraction of the F-Al component in the total F 1s signal mirrors the trends derived from the elemental analysis. At 1 s, the reduced F-Al fraction reflects incomplete surface reactions and a significant contribution from residual carbonaceous species, consistent with the mechanism described by Equation (2). Under the optimal plasma exposure, the F-Al fraction increases to ~94.6%, indicating that fluorine radicals efficiently convert methyl groups into volatile CF4 and CHF3 byproducts and drive the surface toward a fully fluorinated AlF3 network. Collectively, the XPS results in Figure 5a–c provide chemically resolved confirmation that a 3 s plasma pulse defines the optimal PEALD window, balancing complete ligand removal and fluorination against the onset of ion-induced fluorine depletion at longer exposures.
In Figure 6, the GIXRD patterns of the AlF3 films deposited with different plasma pulse times show no sharp Bragg reflections, only broad diffuse features, confirming that all films are amorphous. Such an amorphous structure is highly advantageous for antireflective applications because it naturally suppresses grain-boundary formation and associated surface corrugation. In contrast to polycrystalline coatings, which often exhibit pronounced grain boundaries and faceted surfaces, these amorphous AlF3 layers can develop an exceptionally smooth interface. The resulting reduction in surface scattering is expected to enhance optical transmittance and is therefore fully consistent with the excellent antireflection performance observed for these films [14,29].
In Figure 7a–e, AFM images reveal a pronounced dependence of surface morphology on plasma pulse time. Among all conditions, a 3 s plasma pulse produces the smoothest surface, whereas longer pulses (particularly 9 s) lead to visibly roughened topography. The corresponding RMS roughness values are summarized in Figure 7f. The minimum RMS roughness of 0.24 ± 0.03 nm is obtained at 3 s, coinciding with the saturation of the surface reactions. Such an exceptionally smooth surface is crucial for high-performance antireflective coatings, as it minimizes scattering losses and thus supports high optical transmittance. When the plasma exposure is further extended, the RMS roughness increases markedly, reaching 1.67 ± 0.03 nm at 9 s. This pronounced roughening is a direct morphological consequence of excessive plasma bombardment: once the chemical conversion is complete, continued ion impact effectively transitions to physical etching, damaging the film and introducing nanoscale height fluctuations. These features inherently degrade the antireflective properties by enhancing scattering and haze. The close correspondence between the reaction-saturation point (3 s) and the morphological optimum provides strong physical support for the proposed mechanistic picture and underscores the need to balance sufficient radical/ion flux against plasma-induced damage when optimizing PEALD processes for optical coatings.
In Figure 8, the wavelength-dependent refractive index spectra of the AlF3 films are compared with that of bare glass, which exhibits a refractive index of ~1.50–1.53 across the visible range. The film deposited with a 3 s plasma pulse time shows the lowest refractive index over the entire spectral window, reaching values as low as 1.35 at 550–800 nm. This ultralow index is characteristic of a high-quality AlF3 layer and is fully consistent with the optimal composition and morphology identified above. As the plasma pulse time deviates from 3 s, the refractive index systematically increases. In particular, films grown with longer pulses (5–9 s) display progressively higher indices, which can be ascribed to plasma-induced damage and fluorine depletion, leading to a more Al-rich, higher-index network. Because a low refractive index is essential for efficient antireflection, the AlF3 film obtained at a 3 s plasma pulse clearly provides the most favorable optical response and is therefore selected for detailed antireflective performance evaluation.
To synthesize the experimental findings presented above, Table 2 provides a comprehensive summary of the three distinct kinetic regimes governed by the plasma pulse time. This tabulated overview explicitly links the real-time plasma diagnostics and surface reaction pathways to the resulting film properties. The optimal process window (Regime II) represents a critical balance where the plasma dose is sufficient to drive complete ligand exchange to high purity and stoichiometry while remaining moderate enough to prevent the ion-induced damage and roughening observed in the overexposed regime (Regime III).
In Figure 9a, the antireflective performance of the optimized PEALD AlF3 film grown with a 3 s plasma pulse is evaluated on glass substrates with a film thickness of 110 nm. The bare glass exhibits an average transmittance of ~(91.5 ± 0.2)%, limited by reflection losses of ~4–5% at each air/glass interface, in good agreement with Fresnel’s equations [30,31,32,33]. Upon coating a single side with AlF3, the average transmittance increases markedly to (94.5 ± 0.4)%, directly reflecting the suppression of front-surface reflection through effective refractive-index matching. When both sides are coated, the average transmittance is further boosted to an impressive (97.6 ± 0.5)%, demonstrating that the AlF3 layer efficiently suppresses reflection losses across the entire visible spectrum. To verify the accuracy of the extracted optical constants and assess the theoretical limit of the coating, optical simulations based on the transfer-matrix method (TMM) were performed. The model utilized the refractive index dispersion and thickness values determined from ellipsometry, treating the AlF3 layer as a coherent thin film and the thick glass substrate as an incoherent medium. As shown in Figure 9a, the simulated spectra (dashed lines) overlay the measured data (solid lines) with remarkable precision. The excellent agreement between the model and the experiment confirms the validity of the optical parameters and demonstrates that the PEALD AlF3 films achieve an antireflective performance virtually identical to the theoretical design target. Figure 9b shows the corresponding transmission color coordinates (CIE 1931 (x, y)) for the bare and coated samples, calculated from the measured transmittance spectra using the D65 illuminant and the 2° standard observer. While the bare glass lies close to the D65 white point, both the single- and double-sided AlF3-coated glasses shift toward the theoretical achromatic point (x = 0.333, y = 0.333). This behavior indicates that the PEALD AlF3 coating not only enhances the overall transmittance but also improves the color neutrality of transmitted light, effectively reducing residual tint from the substrate. Taken together, these optical results establish the PEALD AlF3 film as a highly effective, color-neutral antireflective coating. The combination of ultralow refractive index, extremely smooth morphology, and excellent stoichiometric control enables simultaneous optimization of transmission efficiency and spectral neutrality—key requirements for high-end optical components, display cover glasses, and precision sensing systems.
In Figure 10, photographs of a bare glass substrate and a double-sided AlF3-coated sample are shown under identical fluorescent illumination positioned directly above the specimens and viewed at an oblique angle. The bare glass exhibits strong surface reflectivity, evidenced by pronounced, bright glare from the light source that partially obscures the underlying text. By contrast, the AlF3-coated glass shows a marked suppression of this specular reflection, rendering the printed letters beneath the substrate noticeably clearer and more legible. The reduced glare and enhanced contrast provide an intuitive, side-by-side visualization of the antireflective effect, in excellent agreement with the quantitative transmittance and colorimetric data. This simple optical demonstration highlights the practical efficacy of the PEALD AlF3 coating in improving visual clarity and overall light transmission in real-world viewing conditions.
Table 3 compares the AlF3 film properties and antireflective performance achieved in this work with those reported previously. Conventional physical vapor routes, such as evaporation and sputtering, typically produce AlF3 coatings with relatively high RMS roughness (≈1.45 nm and ≈0.8 nm, respectively [23,29]), which enhances light scattering and inherently limits antireflective performance. Among ALD methods, TALD processes using metal–fluoride precursors (e.g., TiF4 or TaF5) can avoid the use of HF but often suffer from significant impurity incorporation (2–8.3 at.%) or lower growth rates [14,34,35]. Similarly, ALD routes relying on anhydrous HF, including both thermal and plasma-enhanced modes, not only raise serious safety and equipment corrosion concerns but also typically yield residual impurity levels between 2 and 14 at.% [12,17,36]. Even regarding the safer SF6-based PEALD approach, previous studies generally reported impurity contents in the range of 2.0–2.7 at.% [15,37,38]. In distinct contrast, the PEALD strategy developed here advances the state-of-the-art by simultaneously optimizing safety, purity, and morphology. By combining high-vacuum pre-deposition with a PTFE-lined plasma tube and optimized pulse kinetics, we achieve an ultra-low total impurity content of only 0.86 at.%. This represents a significant improvement not only over hazardous HF-based methods but also over prior SF6-based reports. Furthermore, our process delivers an atomically smooth surface (RMS ~0.24 ± 0.03 nm) and a low refractive index (1.35), both hallmarks of dense, high-quality AlF3 films. Taken together, these results demonstrate that our HF-free PEALD process offers a safer, more robust route that surpasses existing methods in both structural quality and functional optical performance.

4. Conclusions

A mechanistically elucidated, HF-free PEALD process for AlF3 using TMA and SF6 plasma has been established. In situ diagnostics demonstrate that the plasma pulse time is the decisive parameter governing three distinct growth regimes: undersaturated growth, self-limiting saturation, and ion-induced degradation. Operating within the optimized window yields ultra-smooth, high-purity AlF3 films with low refractive index and superior antireflective performance. This pulse-time-controlled strategy effectively bridges the gap between process safety and film quality, achieving a combination of stoichiometric control and minimal surface scattering without relying on hazardous HF precursors. Future work will focus on evaluating the environmental stability of these coatings, particularly under humidity, thermal cycling, and UV exposure. Additionally, scaling the process to industry-relevant substrates while maintaining ultra-low roughness represents a key direction for subsequent research.:

Supplementary Materials

The following supporting information can be downloaded at: https://www.mdpi.com/article/10.3390/nano16010043/s1, Figure S1. GPC as a function of (a) TMA pulse time and (b) substrate temperature.

Author Contributions

Funding acquisition, C.-H.H. and S.-Y.L.; performed the experiments, J.Z., Z.Z. and Y.L.; data analysis, J.Z., Y.Q. and P.G.; wrote the manuscript, J.Z. and Z.Z.; revised and reviewed the manuscript, C.-H.H. and S.-Y.L. All authors took part in the investigation and discussion. All authors have read and agreed to the published version of the manuscript.

Funding

This work was supported by the Young and Middle-aged Teacher Education Research Project of Fujian Province (No. JAT241127); the Science and technology Project of Xiamen (No. 3502Z202373061).

Data Availability Statement

The original contributions presented in this study are included in the article/Supplementary Materials. Further inquiries can be directed to the corresponding authors.

Acknowledgments

The authors would like to thank Yujing Optoelectronics (Xiamen) Co., Ltd. for providing support with the testing platform.

Conflicts of Interest

The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.

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Figure 1. (a) OES of SF6 plasma at 600 W. Temporal evolution of (b) F* peak intensity, and accumulative intensity of (c) F* and (d) F+ as a function of plasma pulse time. The substrate temperature was 200 °C, and the chamber pressure was 2.1 × 10−1 Torr.
Figure 1. (a) OES of SF6 plasma at 600 W. Temporal evolution of (b) F* peak intensity, and accumulative intensity of (c) F* and (d) F+ as a function of plasma pulse time. The substrate temperature was 200 °C, and the chamber pressure was 2.1 × 10−1 Torr.
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Figure 2. RGA signals of the background (BG) and the two half-reactions with a 3 s SF6 plasma pulse time. The substrate temperature was 200 °C, and the chamber pressure was 2.1 × 10−1 Torr.
Figure 2. RGA signals of the background (BG) and the two half-reactions with a 3 s SF6 plasma pulse time. The substrate temperature was 200 °C, and the chamber pressure was 2.1 × 10−1 Torr.
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Figure 3. Schematic diagram of the PEALD mechanism of AlF3 films.
Figure 3. Schematic diagram of the PEALD mechanism of AlF3 films.
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Figure 4. (a) AlF3 film thickness as a function of ALD cycle number for different SF6 plasma pulse times. (b) GPC as a function of plasma pulse time.
Figure 4. (a) AlF3 film thickness as a function of ALD cycle number for different SF6 plasma pulse times. (b) GPC as a function of plasma pulse time.
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Figure 5. (a) XPS survey spectra, (b) F/Al elemental ratio and impurity content, (c) high-resolution F 1s spectra for the films prepared at different plasma pulse times.
Figure 5. (a) XPS survey spectra, (b) F/Al elemental ratio and impurity content, (c) high-resolution F 1s spectra for the films prepared at different plasma pulse times.
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Figure 6. GIXRD patterns of the PEALD AlF3 films deposited with different plasma pulse times.
Figure 6. GIXRD patterns of the PEALD AlF3 films deposited with different plasma pulse times.
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Figure 7. AFM topography images for the films deposited at the plasma pulse times of (a) 1, (b) 3, (c) 5, (d) 7 and (e) 9 s. (f) RMS surface roughness as a function of plasma pulse times.
Figure 7. AFM topography images for the films deposited at the plasma pulse times of (a) 1, (b) 3, (c) 5, (d) 7 and (e) 9 s. (f) RMS surface roughness as a function of plasma pulse times.
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Figure 8. Refractive index spectra of AlF3 films with different plasma pulse times.
Figure 8. Refractive index spectra of AlF3 films with different plasma pulse times.
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Figure 9. (a) Comparison of measured (solid lines) and simulated (dashed lines) transmittance spectra of single-sided and double-sided AlF3-coated glass versus bare glass. The simulation is based on the TMM model using ellipsometry-derived optical constants. (b) Transmission CIE 1931 (x, y) Color Coordinates of Bare and Coated Samples (D65, 2° Observer).
Figure 9. (a) Comparison of measured (solid lines) and simulated (dashed lines) transmittance spectra of single-sided and double-sided AlF3-coated glass versus bare glass. The simulation is based on the TMM model using ellipsometry-derived optical constants. (b) Transmission CIE 1931 (x, y) Color Coordinates of Bare and Coated Samples (D65, 2° Observer).
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Figure 10. Visual comparison of transmission enhancement for (a) bare glass, and (b) double-sided AlF3-coated samples under fluorescent lighting.
Figure 10. Visual comparison of transmission enhancement for (a) bare glass, and (b) double-sided AlF3-coated samples under fluorescent lighting.
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Table 1. PEALD AlF3 thin film preparation parameters.
Table 1. PEALD AlF3 thin film preparation parameters.
ParameterValue
TMA bubbler temperature (°C)25
Substrate temperature (°C)200
TMA pulse time (s)0.1
TMA purge time (s)6
TMA purge gas flow rate (sccm)100
SF6 pulse time (s)1–9
SF6 purge time (s)10
SF6 flow rate (sccm)50
SF6 purge gas flow rate (sccm)100
SF6 plasma power (W)600
Table 2. Mechanistic summary of the PEALD AlF3 process regimes, correlating plasma dynamics with film properties.
Table 2. Mechanistic summary of the PEALD AlF3 process regimes, correlating plasma dynamics with film properties.
RegimeDominant MechanismDiagnostic Signatures
(OES and RGA)
Film Properties
I. Under-saturated
t < 3 s
Incomplete reaction:
Residual CH3 ligands
Low F*, F+;
Weak CF4, CHF3, HF
High impurity;
F-deficient;
Low GPC
II. PEALD window
3 ≤ t < 7 s
Self-limiting saturation:
Full surface fluorination
Moderate F*, F+;
Strong CF4, CHF3, HF
Minimum impurity;
Maximum GPC;
Stoichiometric;
Minimum RMS
III. Over-exposed
7 ≤ t ≤ 9 s
Ion damage:
Preferential F sputtering;
Al-F bond breaking
Excessive F*, F+;
declining CF4, CHF3, HF
Reduced GPC;
F-deficient (defects); Increased RMS
Table 3. Comparison of AlF3 film properties between this work and literature. The abbreviations of temp. and imp. stand for temperature and impurity content, respectively.
Table 3. Comparison of AlF3 film properties between this work and literature. The abbreviations of temp. and imp. stand for temperature and impurity content, respectively.
MethodTemp.
(°C)
Al SourceF Sourcen
(~600 nm)
F/Al
(Ratio)
Imp.
(at.%)
RMS
(nm)
GPC
(Å/cycle)
Ref.
TALD150TMA TiF4~1.383.088.31.10.54[35]
TALD240AlCl3TiF4~1.363.20~30.60.80[34]
TALD200TMATaF5~1.36~2.40~2-0.40[14]
TALD200TMA HF-3.105-0.40[36]
TALD100TMA HF-3.102-1.10[12]
PEALD100TMA HF + H2-2.8014-0.70[12]
PEALD100TMA HF + H21.44-2.40.491.30[17]
PEALD150TMASF6-2.90 20.88~1.20[37]
PEALD200TMASF6-2.702-0.63[38]
PEALD200TMASF6~1.352.90 2.70.230.85[15]
PEALD200TMASF6~1.352.94 0.860.241.30This work
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Zhang, J.; Zhang, Z.; Hsu, C.-H.; Gao, P.; Qiu, Y.; Lin, Y.; Lien, S.-Y. Plasma-Enhanced Atomic Layer Deposition of AlF3 Antireflective Coatings via Pulse-Time Control of Fluorine Radical Reactions. Nanomaterials 2026, 16, 43. https://doi.org/10.3390/nano16010043

AMA Style

Zhang J, Zhang Z, Hsu C-H, Gao P, Qiu Y, Lin Y, Lien S-Y. Plasma-Enhanced Atomic Layer Deposition of AlF3 Antireflective Coatings via Pulse-Time Control of Fluorine Radical Reactions. Nanomaterials. 2026; 16(1):43. https://doi.org/10.3390/nano16010043

Chicago/Turabian Style

Zhang, Jing, Zhixuan Zhang, Chia-Hsun Hsu, Peng Gao, Yu Qiu, Yuqi Lin, and Shui-Yang Lien. 2026. "Plasma-Enhanced Atomic Layer Deposition of AlF3 Antireflective Coatings via Pulse-Time Control of Fluorine Radical Reactions" Nanomaterials 16, no. 1: 43. https://doi.org/10.3390/nano16010043

APA Style

Zhang, J., Zhang, Z., Hsu, C.-H., Gao, P., Qiu, Y., Lin, Y., & Lien, S.-Y. (2026). Plasma-Enhanced Atomic Layer Deposition of AlF3 Antireflective Coatings via Pulse-Time Control of Fluorine Radical Reactions. Nanomaterials, 16(1), 43. https://doi.org/10.3390/nano16010043

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