Ju Young
Kim‡
ab,
Hyeong Min
Jin‡
a,
Seong-Jun
Jeong
c,
Taeyong
Chang
d,
Bong Hoon
Kim
a,
Seung Keun
Cha
a,
Jun Soo
Kim
a,
Dong Ok
Shin
b,
Jin Young
Choi
a,
Jang Hwan
Kim
a,
Geon Gug
Yang
a,
Suwan
Jeon
d,
Young-Gi
Lee
b,
Kwang Man
Kim
b,
Jonghwa
Shin
*d and
Sang Ouk
Kim
*a
aNational Creative Research Initiative Center for Multi-Dimensional Directed Nanoscale Assembly, Department of Materials Science and Engineering, KAIST, Daejeon 34141, Republic of Korea. E-mail: sangouk.kim@kaist.ac.kr
bMultidisciplinary Sensor Research Group, Electronics and Telecommunications Research Institute (ETRI), Daejeon 34129, Republic of Korea
cDevice Laboratory, Device & System Research Center, Samsung Advanced Institute of Technology, Suwon 16678, Republic of Korea
dDepartment of Materials Science and Engineering, KAIST, Daejeon 34141, Republic of Korea. E-mail: qubit@kaist.ac.kr
First published on 24th November 2017
Transparent conducting electrodes (TCEs) are essential components in various optoelectronic devices. Nanostructured metallic thin film is one of the promising candidates to complement current metal oxide films, such as ITO, where high cost rare earth elements have been a longstanding issue. Herein, we present that multiscale porous metal nanomesh thin films prepared by bimodal self-assembly of block copolymer (BCP)/homopolymer blends may offer a new opportunity for TCE. This hierarchical concurrent self-assembly consists of macrophase separation between BCP and homopolymer as well as microphase separation of BCP, and thus provides a straightforward spontaneous production of a highly porous multiscale pattern over an arbitrary large area. Employing a conventional pattern transfer process, we successfully demonstrated a multiscale highly porous metallic thin film with reasonable optical transparency, electro-conductance, and large-area uniformity, taking advantage of low loss light penetration through microscale pores and significant suppression of light reflection at the nanoporous structures. This well-defined controllable bimodal self-assembly can offer valuable opportunities for many different applications, including optoelectronics, energy harvesting, and membranes.
A bottom-up approach based on block copolymer (BCP) self-assembly now offers a well-established, cost-effective, reliable and scalable nanoscale patterning methodology.16–22 Microphase separation of BCP thin films can generate self-assembled nanotemplates with sub-100 nm pattern periodicity and large-area uniformity by means of the simple process of BCP film deposition followed by thermal/solvent annealing. Moreover, facile pattern transfer of the nanotemplate morphology into various functional nanomaterials based on conventional deposition or etching processes proposes valuable opportunities for novel functional nanostructures.23–27 Recently, lots of research attention has been paid to the optoelectronic applications of BCP self-assembly due to its facile fabrication of periodic structures with nanoscale dimensions and defect-tolerant performances.28–31
In this work, we present high performance metal nanomesh electrodes with hierarchical porosity based on the bottom-up approach of BCP self-assembly. Our strategy exploits the concurrent multiscale phase separation of BCP/homopolymer blend films.32,33 Large molecular weight homopolymers readily undergo macrophase separation in the blend films, which is decoupled with the nanoscale self-assembly of the BCP film area, and creates micrometer scale domains. After pattern transfer into the underlying metal film, these homopolymer rich, microscale domains offer a light penetration pathway with less optical loss in the nanomesh structure. Therefore, we successfully demonstrated a self-assembled bimodal porosity metallic network with well-balanced transparency and electro-conductance.
For a generalized understanding of bimodal self-assembly behavior, diverse combinations of BCPs and homopolymers were tested as shown in Fig. 1. Solvent annealing of pristine BCPs without homopolymer was preliminarily performed following previous works.36 As confirmed in the SEM images of Fig. 1b–d, the perpendicularly oriented BCP nanostructures with lamellar, PMMA cylinder, or PS cylinder morphology were well-formed by the solvent annealing process without dewetting from bottom substrate, largely owing to the controlled surface energy treatment by neutral brush treatment (Fig. S1, ESI†). Notably, the cylindrical nanostructure consisting of PS cylinders and PMMA matrix with ∼75 nm thickness was successfully formed over a large area by THF solvent annealing (Fig. 1d & Fig. S2, ESI†). Such a film with well-ordered PS cylinder nanostructures and with an aspect ratio above 2 has been reported as difficult to achieve.37 This difficulty stems from the lower diffusion coefficient of PMMA (DPMMA, 150 °C ∼ 10−14 m2 s−1) than PS (DPS, 150 °C ∼ 10−10 m2 s−1).38,39 Within the relatively stiff matrix of PMMA, BCP chains are hard to diffuse for the effective annihilation of structural defects in self-assembled morphology, such as dislocations and disclinations. However, a solvent swollen state imposed by solvent annealing can greatly suppress the activation energy for polymer diffusion compared to a thermal annealing state.36 The effectiveness of solvent annealing was also noticeable in the self-assembled morphology of PMMA cylinder-forming BCP films (Fig. 1c & Fig. S3, ESI†). In contrast to the thermally annealed nanopatterns, the defect density could be dramatically reduced.
Fig. 1e–g presents the bimodal phase separated morphologies of blend films of BCPs and homopolymers with high molecular weights, including lamellar PS-b-PMMA & PS homopolymer blends, PMMA cylinder-forming PS-b-PMMA & PMMA homopolymer blends, and PS cylinder-forming PS-b-PMMA & PS homopolymer blends. While BCP self-assembly nanopatterns are well-ordered over larger areas, homopolymers are segregated within the continuous BCP film matrices after solvent annealing. Thus, the continuity of periodic BCP self-assembled nanopatterns is locally broken, and the microscale domain consisting of a homopolymer can offer macroscopic voids after the following pattern transfer into metallic nanomeshes. These assembled morphologies, induced by solvent annealing, show quite a contrast with the results of thermally-annealed blend systems, where macroscale phase separation of BCP and homopolymer is less distinctive showing a rather kinetically trapped morphology (Fig. 2a–d). This clear morphological contrast can be explained in terms of segregation strength χN of PS-b-PMMA and homopolymer (χ: Flory–Huggins interaction parameter, N: degree of polymerization). At room temperature, the χ of PS-b-PMMA is 0.0429, according to χ = 0.028 + 3.9/T.40 Through thermal annealing, this χ can be reduced to 0.0350 at 280 °C. Meanwhile, the effective χ of a swollen state by solvent vapor treatment can be further decreased to 0.0159, considering that the swelling ratio of our annealing condition is approximately 2.59 (χeff = χ/swelling ratio). Thus, solvent annealing enhances the inter-diffusion of the polymer chains for effective morphological evolution and results in a less kinetic effect. In particular, this effect might be dramatically exhibited in the blends with homopolymers of relatively high molecular weights as the high degree of polymerization sharply increases segregation strength. For example, χN of BCP (221 kg mol−1)/PS homopolymer (230 kg mol−1) at room temperature is roughly 190.7, which can be reduced to ∼71.5 by solvent annealing. This is distinct to the χN of ∼158.1 during thermal annealing at 280 °C.
Considering the previous theoretical and experimental works for bulk BCP/homopolymer blend systems,41–43 it was anticipated that these concurrent bimodal macro- and micro-phase separation behaviors of BCPs and homopolymers should be strongly dependent on the relative molecular weights of BCPs and homopolymers (Fig. 1a and 2e–h ). When homopolymers with small molecular weights are blended with BCPs, macrophase separation was not observed. Instead, the period of lamellar morphology increased from 66.7 to 78.3 nm (∼17.4%), which is nearly consistent with the additionally mixed PS homopolymer volumetric content (∼18.9 vol%) (Fig. 2e, i and Fig. S4, ESI†). This result is principally driven by the considerable entropy advantage obtainable from mixing with low molecular weight polymer chains. Once the molecular weight of homopolymer approaches or exceeds that of BCP, weak entropy gain for the high molecular weight polymer mixing is dominated by an enthalpic driving force for phase separation and results in the de-mixing of homopolymers from BCPs, causing a macrophase separation (Fig. 2f–h).44 In this case, a lamellar period maintains the original length scales of pristine BCP films irrespective of blending ratio with homopolymers (Fig. 2i–k).42
In this work, bimodal macro- and micro-phase self-assembly of the blends of asymmetric PS cylinder-forming PS-b-PMMA and PS homopolymers (Mn: 400 kg mol−1) was intensively explored for hierarchical porous nanostructure formation targeting TCE applications. As anticipated, morphological evolution of the blend film was highly dependent on the blend ratio of BCPs and homopolymers (Fig. S5, ESI†). Along with an increase of homopolymer content, the macrophase-separated homopolymer domains become larger, while the self-assembled nanodomains preserve the original domain size in the neighboring BCP area.44 Up to a homopolymer blending ratio of 30%, the decoupled homopolymer domains are enclosed by a BCP nanopatterned area. Interestingly, the homopolymer domain tends to direct the hexagonal ordering of cylindrical self-assembled nanodomains in the neighboring BCP area, which is more prominent for larger homopolymer domains.
Effective pattern transfer of the obtained bimodal BCP nanostructures into functional materials, herein, firstly Au metal, was successfully achieved by conventional thermal evaporation and lift-off process, showing surface roughness of ∼5 nm (Fig. 3 and Fig. S6 ESI†). The resultant morphology of the Au pattern exactly replicated the shape of the hierarchical self-assembled template pattern. Based on the SEM images in Fig. 3a–d, the total porosity including nanopores and macropores of each metallic film was obtained, which was confirmed to be in an almost linear relationship (slope: ∼1.03) with homopolymer content up to a homopolymer composition of 7:3 (Fig. 3e). This simple linear relationship enables a precise controllability of porosity over a broad range. Notably, above 8:2 weight ratio, the total porous area (macroporous area + nanoporous area) reaches 60% of the entire film area, while sustaining a superior network connectivity over the entire film area. It is noteworthy that the pristine lamellar BCP nanotemplates with the genuine ∼50% porosity is considerable for the transparent electrode as it has relatively higher porosity than cylindrical ones with ∼33% porosity. Unfortunately, the nanopatterns obtained from randomly oriented fingerprint lamellar BCP generally show poor network connectivity for a long distance over a micrometer scale (Fig. S7, ESI†).45–47
Despite the random spatial distribution of macroscopic domains, large area uniformity and connectivity of the hierarchical self-assembled structure is noticeable, which is largely owing to the relatively narrow size distribution of homopolymer domains.12,48 It is also a considerable factor for high performance optoelectronic devices, as well as well-balanced conductance and transparency, as it may offer uniform injection or extraction of charge carriers from underlaid or overlaid active semiconductor layers.49–53 The average radius of homopolymer domains at each blend composition is plotted in Fig. 3f. It can be interpreted that conductive pathway is confirmed to exist within ∼250, ∼400, and ∼700 nm from an arbitrary insulating point for 9:1, 8:2, and 7:3 blends, respectively, in average. It is noteworthy that, according to the desired applications, the average spacing between conductive pathways could be more precisely tuned by processing parameters, such as solvent annealing time or solvent vapor pressure.33 This clearly contrasts to the conventional metal grid electrodes that generally consist of alternative grids and spaces with regular pattern periods predetermined by lithographic mask structure, which typically belongs to several tens of micrometer scale.
Optoelectronic properties of hierarchical metallic nanostructures were characterized, as shown in Fig. 4. Fig. 4a presents a bare eye observation of metal nanostructures. The hierarchical porous samples made from bimodal self-assembled nanotemplates showed high levels of optical transparency largely owing to the reduced coverage of metallic film in the macrophase-separated PS homopolymer area. It is well-known that visible light is strongly reflected at a metal surface and the rest of the propagating portion undergoes an exponential decay of intensity in metallic volume. The metallic films fabricated from pristine BCP film without homopolymer showed a weak reddish color. Quantitatively, the transmittance of simple nanoporous metallic film obtained from pristine BCP decreases to 65.8% at 400 nm due to an interband transition of Au. This contrasts to bimodal porous films prepared from 8:2 and 7:3 blends, which show an optical transmittance above 73%, 80% over the entire visible range and 80.7%, 85.7% at 550 nm, respectively (Fig. 4b). Notably, the electrical resistances of bimodal porous films (33.4 Ω □−1 for 8:2 blends & 41.6 Ω □−1 for 7:3 blends) are not significantly lower than that of simple nanoporous one obtained from pristine BCP template (20.8 Ω □−1).
These results are even more remarkable when compared to the results for nonporous film and micrometer scale patterned thin film with a porosity of 34.9% (no nanoscale pattern) fabricated from macrophase-separated homopolymer blend films of PS and PMMA (blending ratio 7:3) (Fig. S8, ESI†). In those cases, the electrical resistance maintains a similar order of magnitude with those of nanopatterned films (13.7 Ω □−1 and 26.9 Ω □−1), but the optical transparency is significantly lower to be 61.1% and 73.5% at 550 nm, respectively. In particular, the transmittance results in a long wavelength regime confirm the optical effect from nanoscale patterning. When nanoporous film from pristine BCP and micrometer scale patterned film having similar porosities (32.5% & 34.9%) are compared, the difference of optical transmittance in the short wavelength regime below ∼500 nm is not significant due to the intrinsic absorption determined by the total amount of metallic material. In the long wavelength regime, by contrast, transmittance of nanoporous film was dramatically enhanced compared to micrometer scale patterned film; for example, by 28.1% at 700 nm, due to the significant suppression of light reflection induced by the tens of nanometer scale nanoporous structure. This nanonetwork, much smaller than visible wavelength, can be regarded as diluted metal film with weakened intrinsic metallic properties according to homogenization theory,30 and thus the light reflection from this nanoporous film could be significantly suppressed. To this nanoporous film, additionally formed microscale pores further improve the optical transparency in the short wavelength regime. These two distinctive mechanisms for the enhancement of optical transmittance are schematically illustrated in Fig. 4c. Based on this optical principle, Ag with relatively low optical loss in the visible range was utilized to form a bimodal porous transparent electrode. As shown in Fig. 4a inset and 4b, a high transparency of 90.1% at 550 nm was realized for 7:3 blends, showing the electrical resistance of 39.0 Ω □−1. For comparison with other materials, the absorption coefficient of our self-assembled transparent electrode is evaluated with regard to practical and effective thickness, respectively (Table S1, ESI†) and it is confirmed that the bimodal porosity significantly lowers the absorption coefficient.54
Fig. 4d compares the optoelectronic properties of TCEs with different patterned morphologies. The desirable effect from hierarchical porosity was confirmed again by preventing the strong reflection at a metal surface a well as the exponential decay of light intensity in a highly glossy metal. It is evident how to judiciously design the porous structure of metallic film for a high level of optical transparency well-balanced with high electrical conductance. Our bimodal self-assembled transparent conductor attains competitive optoelectronic properties along with evenly distributed, highly dense conducting pathways in random orientation, which evidently contrasts to previous reports for metal grid-type TCEs (Table S2, ESI†).14,15 These macroscopic and nanoscale pores could synergistically contribute overall to decrease the optical loss, particularly intrinsic absorption of material in the short wavelength regime and suppress light reflection from the metal surface in the long wavelength regime, respectively. It is noteworthy that while only a simple single elemental metal nanomesh is demonstrated in this work as a model system, metallic alloys or other topological modification such as layered, core–shell structures would be applicable for a broad range of functionalities such as work function tunability, antireflection for high transmittance, and enhanced conductance from this bimodal phase separated template.
As an immediate application of our bimodal transparent electrode, a transparent Joule heater was tested. Constant DC voltage was applied between the two side ends of the electrodes. The Au electrode with an optical transparency of 80.7% (550 nm) and electric resistance of 33.4 Ω □−1 showed a rapid response of temperature increase, reaching the 55 and 82 °C within 1 min and showing steady-state temperatures of 61 and 93 °C, at the applied input voltages of 7 and 10 V, respectively (Fig. 4e and f). Considering conductance of our transparent electrode, the response time and steady-state temperature, which are highly related with power dissipation, are quite reasonable compared with reports of Kim et al.55 where Ag nanowire films with ∼10 Ω □−1 and 50 Ω □−1 could reach 70 °C at an input voltage of 5 V and 12 V within ∼100 seconds and of Kang et al.56 where doped graphene with ∼43 Ω □−1 could reach 100 °C at an input voltage of 12 V within 100 seconds. It is noteworthy that the well-distributed metallic conductive pathways replicated from bimodal self-assembled templates might contribute to uniform, large area heating. This reliable heating behavior of our hierarchical metal conductor would be useful for anti-fog, anti-icing, and so on.55–58
Footnotes |
† Electronic supplementary information (ESI) available: Additional SEM images and analysis, summary table for transparent electrode researches. See DOI: 10.1039/c7nr07178g |
‡ These authors contributed equally. |
This journal is © The Royal Society of Chemistry 2018 |