Open Access Article
Jun-Hyun Kim
a,
Jung Young Jungb,
Yonghyeon Kim
b,
Ui Jeong Pyob,
Yeji Hanc,
Seunghoon Lee
d,
Jong Wook Hong
e,
Dae Han Wi
*f and
Sang Woo Han
*b
aDepartment of Chemistry, Illinois State University, Normal, Illinois 61790-4160, USA
bDepartment of Chemistry, KAIST, Daejeon 34141, Korea. E-mail: sangwoohan@kaist.ac.kr
cTechnical Support Center for Chemical Industry, Korean Research Institute of Chemical Technology (KRICT), Ulsan 44412, Korea
dDepartment of Chemistry and Department of Chemical Engineering (BK21 FOUR Graduate Program), Dong-A University, Busan 49315, Korea
eDepartment of Energy Engineering, Korea Institute of Energy Technology (KENTECH), Naju 58330, Korea
fDepartment of Chemistry, Chungnam National University, Daejeon 34134, Korea. E-mail: dhwi@cnu.ac.kr
First published on 17th April 2026
One-dimensional (1D) plasmonic nanoarchitectures have attracted substantial interest owing to their highly tunable plasmonic properties, optical responses to the long-wavelength region, and directional light propagation. However, fabricating finite 1D chains with diverse geometries remains challenging. Here, we report an anodic aluminum oxide (AAO) template-mediated strategy to assemble plasmonic metal nanoparticles (NPs) into 1D nanochains. By promoting the hydrophilicity of the AAO channels via H2O2 treatment, we achieved uniform and dense pore filling with metal NPs, which could then be isolated in high yield after template removal. The length of the 1D NP chains could be controlled by adjusting the pore depth of the AAO template. This method is applicable to plasmonic NP building blocks with diverse shapes, sizes, and compositions. The resulting 1D NP chains exhibited shape- and geometry-dependent plasmonic features. Furthermore, our approach can be extended to realize 1D peapod-like architectures consisting of a plasmonic 1D NP chain core encapsulated within a plasmonic metal shell. This work presents a facile and versatile route for engineering 1D plasmonic nanoarchitectures with programmable geometries and tailored optical functions.
The 1D architectures of metal NPs are typically fabricated via either soft- or hard-templated approaches.12 The soft-templated assembly relies on programmed interparticle interactions enabled by controlled surface functionalization,4,7–11,13 whereas the hard-templated routes use prefabricated 1D scaffolds (e.g., cylindrical pores, channels, or fibers) to confine and guide NP organization into 1D structures.14–17 In most cases, these strategies rely on tailored surface modifiers, such as functional organic, biological, and polymeric ligands, to regulate colloidal interactions and direct NP organization in solution, where the resulting structures are typically governed by thermodynamic equilibria and free-energy minimization. Although considerable efforts have been devoted to modulating these thermodynamic forces to access non-equilibrium architectures, further advances are still needed to reduce experimental complexity and minimize the number of variables and processing steps. Moreover, even after aligned assemblies are established, achieving high-yield isolation of discrete, finite NP chains remains challenging, thereby impeding precise analysis of structure–property correlations. In this context, establishing a reliable and broadly applicable fabrication strategy to organize structurally diverse plasmonic NPs into well-defined 1D chains with high yield would enable the development of viable systems for elucidating structure-dependent optical properties, including light propagation and SPR characteristics.
Here, we present a strategy to fabricate controlled 1D nanochains of diverse plasmonic metal NPs in high yield using anodized aluminum oxide (AAO) templates. Among the diverse types of 1D channel templates, we chose AAO as a template due to its well-defined cylindrical pores and the facile tunability of its pore diameter and depth.17–21 Most previous AAO-templated approaches for constructing 1D NP chains have employed metal NPs synthesized in organic media or polymer-encapsulated NPs dispersible in organic solvents for template infiltration.17–21 However, this limits the accessible library of metal NP building blocks, as a wide variety of NPs with tunable shapes, sizes, and compositions are synthesized in the aqueous phase.22–24 To enable efficient infiltration of aqueous colloidal plasmonic NPs into AAO pores and thereby form 1D NP chains without additional surface functionalization and extensive solvent screening, we rendered the AAO surface hydrophilic, achieving dense packing of NPs within the pores. The resulting 1D NP chains could be isolated in high yield through AAO template removal, thereby facilitating reliable optical characterization. For instance, we obtained 1D chains of Au nanospheres (NSs) with systematically varied lengths by simply adjusting the AAO pore depth and observed apparent length-dependent plasmonic features. Notably, because the diameter of the Au NSs is smaller than that of the AAO pores, a zigzag-like packing geometry can emerge, giving rise to an additional plasmonic feature. Our method can indeed be applicable to other metal NPs with diverse morphologies and compositions, allowing systematic investigation of the plasmonic behaviors of 1D NP chains depending on their NP building blocks and chain lengths. Furthermore, our strategy can be extended to generate peapod-like architectures via post-galvanic replacement of Au@Ag core–shell NP 1D chains.
For the efficient infiltration of aqueous colloidal Au NSs into the AAO pores, we treated the AAO template with H2O2 to render the AAO surface more hydrophilic. To verify that the H2O2 treatment enhances the surface hydrophilicity of the AAO template, the contact angle of a water droplet on the AAO template was measured before and after the treatment, indicating that the contact angle decreased markedly from ≥65° to ≤45° after the treatment (Fig. 1a). This enhanced wettability is attributed to the higher surface density of hydroxyl groups generated on the AAO surface upon H2O2 treatment.25,26 To demonstrate the effect of H2O2 treatment on pore filling, bare AAO and H2O2-treated AAO templates were compared after loading an aqueous Au NS colloidal solution (Fig. 1b–e). Notably, the use of a bare AAO template without H2O2 treatment resulted in relatively poor adsorption of the Au NSs on the template surface, making it difficult to achieve reproducible packing. Even after the multiple loading steps, the surface of the untreated AAO template displayed an irregular color distribution, indicating uneven packing of the Au NSs (inset of Fig. 1b). In stark contrast, the H2O2-treated AAO template exhibited an evenly distributed red coloration after Au NS loading (inset of Fig. 1c), suggesting substantially improved packing uniformity. The SEM images of the top surfaces and cross-sections of the Au NS-loaded AAO templates further confirm the difference in packing efficiency. The Au NSs densely and uniformly filled the H2O2-treated AAO pores (Fig. 1c and e), whereas incomplete and nonuniform pore filling of the Au NSs was observed in the untreated AAO template even when the surface appeared red (Fig. 1b and d). Collectively, incorporating a simple H2O2 treatment enables the reliable preparation of Au NS 1D chains while bypassing the need for solvent exchange and/or complex surface modifications otherwise required prior to NP assembly.15,17–21 Upon complete pore filling and surface cleaning, the Au NS-filled AAO template was treated with the DAAB linker to reinforce and preserve the assembled 1D chain structure. The template was subsequently dissolved in phosphoric acid to isolate the Au NS 1D chains.
With the optimized fabrication conditions, Au NS 1D chains with controlled chain lengths were produced using AAO templates with varying pore depths. After template removal, the released Au NS 1D chains were obtained as a colloidal dispersion, which enabled subsequent microscopic and spectroscopic characterization. Fig. 2 shows the representative SEM and transmission electron microscopy (TEM) images of the prepared Au NS 1D chains and the corresponding UV-vis-NIR extinction spectra. The distributions of chain lengths and the number of constituent Au NSs in the Au NS 1D chains are shown in the insets of Fig. 2a–d and Fig. S3, respectively. The SEM images reveal that the Au NSs infiltrated into the AAO templates predominantly formed quasi-linear 1D chains, and the chain length and the number of constituent Au NSs increase as the AAO pore depth increases (Fig. 2a–d). The fraction of free particles was less than 2% in all cases, except for the Au NS 1D chains prepared using an AAO template with a pore depth of 100 nm, which exhibited a free particle fraction of approximately 20% (Fig. S3), demonstrating the high-yield production of 1D NP chains. Notably, with increasing chain length, the packing geometry progressively transformed from a linear to a staggered configuration, giving rise to a zigzag-like chain morphology. Specifically, for the Au NS 1D chains prepared using an AAO template with a pore depth of 500 nm, the average zigzag angle was estimated to be 102 ± 21°. Consequently, the number of Au NSs per chain exceeded the value predicted for ideal linear packing at a given projected chain length for the chains with a zigzag-like morphology. For instance, a substantial fraction of the Au NS 1D chains with an average projected length of 423 nm contained 11–14 NSs, significantly exceeding the ∼8 NSs predicted for ideal linear packing (Fig. 2d and Fig. S3d). In contrast, the majority of Au NS 1D chains with an average projected length of 193 nm accommodated 3–4 NSs, consistent with the value expected for a linear configuration (Fig. 2b and Fig. S3b). Given that the pore diameter is substantially larger than the diameter of the Au NSs, the lateral free space between the pore wall and the NS surface allows adjacent NSs to adopt a staggered packing configuration. As the number of Au NSs increases, this staggered packing can propagate along the chain, leading to a zigzag-like assembly and, hence, effectively increasing the number of coupled NSs per chain. TEM analysis further confirmed that most adjacent NSs are in intimate contact with no discernible interparticle gaps, with certain NSs even undergoing partial coalescence (Fig. 2e). The intimate contact between NSs is likely caused by capillary force-driven compaction during pore filling. Although intimate contact and partial coalescence between NSs can help maintain interparticle connectivity and preserve the chain structure, the Au NS-loaded AAO templates were further treated with the DAAB linker overnight to reinforce the chain integrity before template dissolution, as we mentioned above. Indeed, bifunctional molecules, like DAAB, have been employed as effective NP cross-linkers for the controlled assembly of NPs.27 Notably, Au NS chains prepared without the linker treatment fragmented into substantially shorter segments compared to those prepared with the linker (Fig. S4), implying that the interparticle contact between adjacent Au NSs is not fully persistent along the entire chain. Accordingly, bridging the interparticle junctions with the DAAB linker is required to preserve chain integrity and thus obtain intact 1D chains upon template dissolution.
As shown in Fig. 2f, whereas the Au NSs exhibit a single SPR peak at 530 nm, the Au NS 1D chains display broad low-energy SPR peaks alongside the original Au NS SPR peak. The low-energy SPR peaks are significantly red-shifted from 670 to >1300 nm with increasing chain length, confirming that these peaks correspond to chain plasmon modes across the 1D structure.28–30 The spectral region beyond 1300 nm is not readily accessible for extinction measurements in the aqueous phase owing to the strong infrared absorption of water. These spectral features indicate that the majority of the Au NSs were assembled into well-defined 1D chains using our template-assisted approach, rather than forming disordered aggregates. In addition, partial coalescence between adjacent Au NSs may also influence the optical response by facilitating more extended plasmonic coupling along the chain.28 Hereafter, the Au NS SPR peak and the chain plasmon mode peak are referred to as the transverse and longitudinal SPR peaks, respectively. Interestingly, additional shoulder peaks are evident in the 600–700 nm spectral region for the Au NS chains exceeding 200 nm in length. Given that the Au NS chains deviate from a perfectly linear geometry and adopt a staggered (zigzag-like) configuration, an additional plasmon mode is expected to emerge from the bent chain segments, likely accounting for the observed shoulder peak.30,31 Consistent with this interpretation, the shoulder feature intensifies as the staggered alignment becomes more pronounced with increasing chain length. To further verify that the zigzag packing is responsible for the shoulder peaks, large Au NSs with an average diameter of 71 ± 5 nm (Fig. S2b) were assembled into 1D chains using AAO templates with pore depths of 300 and 500 nm (Fig. S5a and b). In contrast to the standard Au NSs, the larger Au NSs formed 1D chains with an almost linear morphology, likely because the reduced free space within the pores constrains lateral displacement. Apparently, the significant reduction in the zigzag configuration of the formed 1D chains led to the disappearance of the shoulder peaks (Fig. S5c), supporting our inference that the shoulder peak originates from the zigzag packing of the Au NSs within the 1D arrangement.
To better understand the SPR features of the Au NS 1D chains, finite-difference time-domain (FDTD) simulations were performed using a model 1D zigzag chain (length = 450 nm, number of NSs = 12) representative of the Au NS 1D chains assembled within an AAO template with a pore depth of 500 nm (inset of Fig. 3a). As shown in the simulated extinction spectrum of the model 1D chain in the transverse-mode region, a typical transverse resonance (T1 mode) is observed at 537 nm (Fig. 3a). Notably, an additional peak emerges at 628 nm, adjacent to the T1 mode peak. This feature is assigned as a secondary transverse mode, T2 mode, likely corresponding to the shoulder peak observed in the experimental extinction spectrum. To elucidate the origin of this mode, we analyzed the resonant electric field intensity (|E|2/|E0|2) and phase (Φ) distributions of the different plasmon modes (Fig. 3b). While the T1 mode is characterized by vertical electric field oscillations localized on individual Au NSs, the T2 mode exhibits strong electric fields concentrated between adjacent NSs, which can be attributed to the near-field coupling between NSs rendered by the zigzag geometry. The corresponding phase map also shows in-phase near-field coupling between neighboring NSs. These simulation results confirm that the bent chain segments arising from the zigzag packing geometry enable a new plasmon coupling mode, the T2 mode.17,31 Since the prepared Au NS zigzag 1D chains exhibit broad chain-length distributions, such ensemble heterogeneity may influence the spectral features. To investigate this potential influence, additional FDTD simulations were conducted for model Au NS zigzag chains with different chain lengths (Fig. S6). Notably, the simulated transverse-mode features, including the T2 mode-related shoulder, remained consistent despite variations in chain length. This is likely because the transverse mode is much less sensitive to chain-length variation when the lateral dimensions remain unchanged, in contrast to the longitudinal mode, which strongly depends on the overall chain length. These results indicate that ensemble heterogeneity has little effect on the spectral features.
The present method can be readily extended to fabricate 1D chains of Au NPs with diverse morphologies. Fig. 4 presents the SEM and TEM images of 1D chains with varying lengths assembled from Au nanocubes (NCs, Fig. S2c) with an average size (57 ± 5 nm) comparable to that of the Au NSs, along with the corresponding UV-vis-NIR extinction spectra. Similar to the Au NSs, the Au NCs were arranged into 1D chains, of which the length and the number of constituent NCs increase as the AAO pore depth increases. However, the Au NC 1D chains are shorter and contain fewer NPs than the NS 1D chains, and the zigzag-like packing motif was less pronounced (Fig. 4a–e and Fig. S7). This is likely due to the larger interparticle contact area of the Au NCs compared to that of the Au NSs, which suppresses the misaligned arrangements. The Au NC 1D chains also exhibited two distinctive SPR peaks corresponding to the longitudinal and transverse modes, where the longitudinal peaks were gradually red shifted as the chain length increased (Fig. 4f). Spectral features associated with the T2 mode were observed for the Au NC 1D chains exceeding 200 nm in length, although the peak intensities were considerably weaker than those of the NS chains. The reduced intensity of the T2 mode can be attributed to the relatively straighter packing of the Au NC building blocks.
Meanwhile, concave NPs could also be assembled into 1D chains with the present method. Fig. 5 displays the microscopic images of 1D chains prepared with Au concave nanocubes (CNCs; average size: 55 ± 5 nm, Fig. S2d) and their corresponding UV-vis-NIR extinction spectra. As shown in Fig. 5a–d, the Au CNCs were well arranged into 1D chains with varying lengths as a function of the AAO pore depth. However, the Au CNC 1D chains adopt a straighter linear geometry with decreased chain lengths and the number of NPs per chain compared to the Au NS and NC 1D chains (Fig. 5a–d and Fig. S8). These morphological characteristics of the Au CNC 1D chains are also reflected in their UV-vis-NIR extinction spectra, in which no discernible T2 mode peak is observed (Fig. 5f). Since the Au CNCs contain multiple high-curvature sites (e.g., sharp vertices and edges), they preferentially adopt a face-on alignment rather than a diagonally tilted configuration within the confined AAO pores to maximize interparticle contact area. The resulting constraints on rotational and lateral degrees of freedom suppress the formation of a zigzag-like packing geometry. In addition, no distinct longitudinal mode peak is evident in the extinction spectra of the Au CNC 1D chains, suggesting that the longitudinal resonance likely resides beyond the accessible spectral range of aqueous-phase extinction measurements. This is attributed to the substantially lower plasmon resonance energy of the Au CNCs relative to the other NP morphologies, arising from their locally thinned edges.32,33 Another notable structural feature of the Au CNC 1D chains is the presence of curved interfacial gaps between neighboring particles (Fig. 5e). Through the synergistic combination of longitudinal plasmon resonance expected in the NIR region and well-defined interparticle nanogaps, the Au CNC 1D chains can be utilized as promising platforms for NIR-responsive plasmonic applications.33–35
Beyond the Au NPs shown above, our method can enable the formation of 1D assemblies from a wide range of plasmonic NPs with diverse sizes, morphologies, and compositions. For example, small Au NSs with an average diameter of 25 ± 2 nm (Fig. S2e) assembled into a cylinder-like structure, in which the cross-section comprised multiple (4–6) coalesced NSs (Fig. 6a). Meanwhile, Au bipyramids with average short- and long-axis lengths of 31 ± 5 and 90 ± 9 nm, respectively (Fig. S2f), formed 1D assemblies with discernible interparticle nanogaps (Fig. 6b). Moreover, 1D NP chains can also be prepared from binary plasmonic NPs, such as Au@Ag core–shell nanooctahedra (NOs; average size: 49 ± 4 nm, Fig. S2g) (Fig. 6c).
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| Fig. 6 SEM and TEM (inset) images of (a) small Au NS, (b) Au bipyramid, and (c) Au@Ag core–shell NO 1D chains prepared using AAO templates with a pore depth of 500 nm. | ||
To further demonstrate the versatility of our approach for constructing novel nanoarchitectures, we note that AAO-assisted assembly has been previously employed to produce 1D Au NP assemblies with peapod-like architectures, in which an NP chain is encapsulated within a shell structure.17,20 In most reported approaches, the shell comprises dielectric materials, such as SiO2, which inherently limit plasmonic enhancement. Given that particle-in-a-frame or particle-in-a-shell nanostructures can be generated via the galvanic replacement of Au@Ag core–shell NPs,24 we infer that the present method can allow the creation of a new class of plasmonic nanostructures, in which a plasmonic 1D chain core is encapsulated within a plasmonic shell. Indeed, we could fabricate a plasmonic peapod structure consisting of an Au NO 1D chain core encapsulated within an AuAg shell through the galvanic replacement of the Au@Ag NO 1D chains (Fig. 7). This architecture is expected to generate strong plasmonic coupling not only between adjacent Au NOs but also between the core and the surrounding shell, thereby rendering it highly promising for plasmonic sensing applications. To further support our claim, we performed additional optical characterization studies and FDTD simulations to examine the plasmonic properties of the peapod structures. The UV-vis-NIR extinction spectrum of the Au NO–AuAg peapod structures displays a broad plasmonic response extending from the visible to the NIR region (Fig. S9a). Furthermore, the FDTD-simulated |E|2/|E0|2 distribution of a model Au NO–AuAg peapod structure reveals the formation of multiple hot spots within the peapod architecture, arising from plasmonic coupling between adjacent Au NOs and between the core chain and the surrounding shell (Fig. S9b). Notably, the prepared peapod structures could enable single-particle SERS detection of 4-methylbenzenethiol (4-MBT) under 633 nm laser excitation (Fig. S9c and d), distinctly corroborating their potential for plasmonic applications.
:
Ag atomic ratio (40
:
60) of the shell part was derived from EDS elemental analysis, and its dielectric constants have been taken from the literature.41 The incident light was a plane wave with a specific wavelength and was propagated under perfectly matched layer (PML) boundary conditions.
SI includes additional experimental results and supporting figures: SEM images of an AAO template; SEM images of NP building blocks; distributions of the number of particles per chain for Au NS, NC, and CNC 1D chains; SEM images and particle number distributions of Au NS 1D chains prepared without the DAAB treatment; microscopy images and UV-vis-NIR extinction spectra of large Au NS 1D chains; simulated extinction spectra of model Au NS 1D zigzag chains with varying chain lengths; UV-vis-NIR extinction spectra, simulated electric field intensity distributions, and single-particle SERS data of Au NO–AuAg peapod nanostructures. See DOI: https://doi.org/10.1039/d6nr00946h.
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