Yun Zhaoab,
Gang Wangb,
Wenbin Huangc,
Xiaokun Fand,
Ya Dengb,
Jian Zhangb,
Tongbo Weia,
Ruifei Duan*a,
Junxi Wanga and
Lianfeng Sun*b
aSemiconductor Lighting Technology Research and Development Center, Institute of Semiconductors, Chinese Academy of Sciences, Beijing 100083, China. E-mail: duanrf@semi.ac.cn
bNational Center for Nanoscience and Technology, Chinese Academy of Sciences, Beijing 100190, People's Republic of China. E-mail: slf@nanoctr.cn
cInstitute of Nanotechnology and Microsystems, Mechanical Engineering College, Shijiazhuang 050003, China
dSchool of Mechanical Electronic & Information Engineering, China University of Mining & Technology (Beijing), Beijing 100083, China
First published on 22nd December 2015
In this work, graphene grown by chemical vapour deposition is transferred onto a micron-scale hole array (MSHA) substrate by a polymer-free transfer process. The graphene adheres to the walls of the microholes and complies with the morphologies of the micron-scale hole substrate. In contrast to previous reports of the partial-transparency of the wettability of graphene on a plane substrate, the wettability of graphene on a micro-scale hole array substrate is found to be hydrophobic with a contact angle of 93.1°. This is quite different from that of graphene on a planar SiO2/Si substrate, which is hydrophilic with a contact angle of 83.0°. We find that a micron-scale hole array substrate has a regulation effect on the wettability of graphene when the graphene almost completely complies with the morphology of the micron-scale hole array substrate surface and the change from hydrophilic to hydrophobic provides a guide for designing surfaces with controllable wettability.
The wettability, which is one of the most important characteristics of a solid interface, has attracted considerable attention in many fields recently. It can reflect the changes of characteristics of a solid surface, including the chemical composition and the geometric microstructure. The wettability has a broad influence on the performances of applied devices for various fields, such as optoelectronics,3 electric generator,4 energy storage,5 sensors and surface coating.6
Previous studies have demonstrated that the substrate on which graphene rests strongly influences the chemical reactions occurring on top of the graphene surface.7,8 The most commonly used substrate for graphene device is a 300 nm silicon dioxide (SiO2) supported by a layer of doped silicon (Si). Therefore the wettability of graphene on SiO2 is one of the most important parameters. The partial-transparency of graphene can expound the wettability of graphene on plane substrate.9,10 By using molecular dynamics (MD) simulations Driskill et al. drew a similar conclusion.11 However, the effect of graphene's surface morphology to wettability of graphene is still not clear. Bong et al. studied the wetting properties of graphene-laminated micropillar structures and they improved it by increasing the height of graphene-laminated micropillar structure.12 Therefore, more surface studies are required to understand and control the water wettability of graphene.
In this article, we fabricate the graphene/SiO2 micron-scale hole array (MSHA) substrate through direct (polymer-free) transferring graphene to SiO2 MSHA substrate, and investigate the wettability of graphene on the SiO2 micro-scale hole array substrate.
Graphene was synthesized by atmospheric pressure chemical vapor deposition using a copper foil (25 μm-thick, 99.8%, Alfa Aesar) as a catalyst. The Cu foil was ultrasonically cleaned in acetone. Then the oxide layer on Cu was removed by dilute hydrochloric acid. After the pre-cleaning process, the copper foil was annealed at 1030 °C for 30 min under a 100 sccm (standard cubic centimeter per minute) hydrogen and 300 sccm argon atmosphere. The graphene was synthesized under 10 sccm methane and 100 sccm hydrogen and 300 sccm argon for 30 min at 1030 °C. During the cooling of the chamber down to room temperature, 100 sccm hydrogen and 300 sccm argon was kept to flow through the furnace.
After the synthesis, the graphene was transferred from the copper to a SiO2/Si substrate as the following: firstly, the graphene grown on the back side of the Cu foil is etched away by oxygen plasma treatment. After the treatment, the graphene on the front side of the Cu foil remain untouched. Then, the Cu foil is etched in 2 M FeCl3 for 2 hours and rinsed twice with deionized water. The graphene on the front side of Cu will come off and float on the surface of the solution. Finally, the graphene was transferred onto the SiO2/Si substrate. All the samples were dried for two days in the nitrogen cabinet, and then the contact angle was immediately measured at room temperature and atmospheric condition.
It is well known that wettability is decided simultaneously by chemical composition and the geometrical microstructure of the surface.13,14 The contact angle (CA), which can be measured by an angle spanned at the intersection of the tangent line of liquid and the baseline of substrate on a macroscopic level, quantifies the average wettability of a solid surface by a liquid via the Young equation. We performed static contact angle measurements by placing a droplet of deionized water on the surface of the various substrates. Firstly, a 1 μL water droplet was generated using the automatic dispenser of the goniometer. The sessile droplet was formed by fixing the needle and approaching the substrate parallel to the needle direction with a very gentle feed rate of a few micrometers per minute. Then, image of drop was captured and the three-phase contact point was identified, which was the highly delicate process. The Young–Laplace theoretical model based on the axisymmetric-drop-shape analysis profile was selected and the tangent line of the goniometer was adjusted to the contact points to obtain the CA automatically.
The quality and layer number of graphene were characterized by high resolution transmission electron microscope (HRTEM, Tecnai F20) and Raman spectra. The Raman spectra of our samples with graphene films were collected using a 514 nm laser which is excited from an argon ion laser. The contrasts of SiO2 MSHA substrate with and without graphene were studied using an optical microscope (Leica DM4000), a scanning electron microscope (SEM, Hitachi S-4800) and an atomic force microscope (AFM, Veeco D3100). The SEM measurements were taken under high vacuum at an accelerating voltage of 10 kV. AFM imaging was performed in tapping mode under ambient conditions. The average roughness can be calculated from the topographical images by atomic force microscopy. CAs were measured by the sessile-drop method with deionized water (1 μL) as probe liquids on a Dataphysics OCA20 CA system at room temperature.15,16 The average CA value was obtained by measuring more than five different positions for the same sample.
For CVD-grown graphene, it is important to transfer them to other substrates for research and applications. In previous reports,7–9 the polymer-assisted transfer methods are commonly used for transferring graphene to other substrate. For wettability studies of graphene, polymer residues cannot be neglected because surface contamination of graphene will have a very effect on the results.20 This means the cleanliness of graphene is extremely important when studying its wettability. Polymer-free graphene transfer process enables direct CVD-grown graphene to be transferred to the substrates. Extra processes to remove polymer residues and concerns about graphene surface contaminations are not needed.21,22 We directly transfer polymer-free graphene to target substrates minimizing contamination and preventing obscuring their intrinsic water wettability.
To examine the alignment and morphology of the substrates and the SiO2 MSHA substrates covered with graphene, SEM examinations were performed. Fig. 2a shows the pattern of SiO2 MSHA substrate. It can be seen that the diameter of hole is about 1.3 μm and the period is 2.0 μm. The holes are clear and the edges of hole are smooth. Fig. 2b–d show the SEM images of SiO2 MSHA substrates covered with 4–5 layers graphene. It can be seen that the surface of graphene is highly continuous and no obvious wrinkled and folded regions are observed in large scale (Fig. 2b), indicating the high quality of the graphene/SiO2 MSHA substrate. Wrinkles are a very common phenomenon probably forming to relieve thermal stress during the cooling, and they often collapse when the copper substrate is etched away and the graphene is transferred to target substrates (Fig. 2c and d).23–25 Compared with the conventional polymer transfer process, the direct transfer process is much cleaner than the standard polymer transfer process as it involves fewer potential contaminants on the surface such as polymer and acetone, which have great influence on wettability of graphene. Due to the surface tension, the suspended graphene regions near the edges of the holes will likely be broken and torn during and the drying process in the nitrogen cabinet (arrow B in Fig. 2c).
The above SEM images indicate that this polymer-free transferring of graphene can results in complete substrate coverage, a strong couplings between the substrate and the graphene and a very clean graphene surface. Therefore, the graphene on SiO2 MSHA substrate are well suited for contact angle test. In theory, description of contact angle has fertile information of sample's surface, but in reality many factors can complicate the situation. Except the continuity and cleanness, the status of graphene on hole is important factor to contact angle. In order to know whether or not the graphene is suspended across the holes, the height profiles of SiO2 MSHA substrate with and without graphene are shown in Fig. 3b. Along the dashed line in Fig. 3a, the height profile of micron-scale hole substrate surface with 4–5 layers graphene is investigated by red curve, and the black curve is the height profile of pristine SiO2 MSHA substrate without graphene. The depth of holes is ∼130 nm and the graphene almost completely comply with the morphology of the MSHA substrate surface to maximize surface adhesion. There is a balance relationship between the adhesion energy and elastic energy, which relates to what degree the features of the micron-scale hole substrate surface are faithfully followed. Obviously, the graphene will not touch to the bottom of hole when the depth-to-width ratio is big enough. In short, the graphene structure studied here was an integral part of larger three-dimensional structures, embedded in a micron-scale hole matrix.
As can be seen from Fig. 4, the water CA on plane SiO2 is ∼58.0°. After microscale holes array are made on plane SiO2 (SiO2 MSHA substrate), the water CA becomes 63.4°. When the graphene was transferred onto the plane SiO2, the water CA increases to ∼83.0°, which is similar to that reported in ref. 10 by Shih et al. After the SiO2 MSHA substrate was covered with the graphene, the water CA becomes ∼93.1°. This value of contact angle is near the highest attainable angle of 96° on a graphene coated surface by Shih's theoretical predictions.10 The increase of water contact angle by the graphene on plane SiO2 substrate is 25° (83.0–58.0°). For SiO2 MSHA substrate, the increase of water contact angle by the graphene is 29.7° (93.1–63.4°). This suggests that the wettability of graphene is partial-transparent and the increase in contact angle is from the SiO2 MSHA substrate. That is to say SiO2 MSHA substrate has a regulation effect on wettability of graphene when the graphene almost completely comply with the morphology of the MSHA substrate surface. And this change from hydrophobic to hydrophilic provides a guide for design surfaces with controllable wettability.
When a water droplet on a surface of solid substrate, the surface roughness factor should be consider during the evaluation of the surface wettability. There are two equations (Wenzel and Cassie equations), which are commonly used to correlate the surface roughness with the apparent CA of a liquid droplet on a solid substrate. In the Wenzel case, the apparent water CA θw will be described by Wenzel equation:
cosθw = rcosθ | (1) |
In Cassie case, the relationship between the contact angle of the flat substrate θ and that of micron-scale hole substrate θr is expressed by Cassie and Baxter equation:
cosθr = rf1cosθ − f2 | (2) |
The dynamic wetting process of a water droplet on a hole-arrayed hydrophilic surface can theoretically be predicted using molecular dynamics simulations. Similarly, the holes accelerated the slow flow, while also resisting or pinning the fast flow, as the results published by Yuan & Zhao.26 They obtained the scaling laws for two regimes, R ∼ t1/3 for the rough surface and R ∼ t1/7 for the smooth surface (R is droplet radius). With the increase of roughness r, the propagation of the droplet increases.
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