K. Zhoua,
X. G. Zhua,
Y. Li*a and
J. Liub
aDepartment of Mechanical Engineering, Tsinghua University, Beijing 100084, China. E-mail: liyong@mail.tsinghua.edu.cn
bInstitute of High Energy Physics, Chinese Academy of Sciences, Beijing 100049, China
First published on 26th June 2014
A modified micromolding process in open capillaries (MIMIOC) is put forward to pattern PDMS through-hole layers. In addition, a transfer technique, which includes changing bonding strengths between each layer by oxygen plasma treatment and surface silanization, is introduced to facilitate the release and bonding of through-holes layers. Its performance is verified by fabricating PDMS through-holes on SU-8 molds with 50–200 μm microstructures of cube, cylinder and rounded rectangle arrays. The feasibility of the micromolding process and its ability to achieve a planar PDMS layer with protruding angle less than 2° is proved by changes of interfacial free energies and wetting morphology of liquid in micro grooves. As a method with simple structure and low requirements for the equipment, MIMIOC would contribute to the development of MEMS devices by patterning PDMS micro through-holes in a simple and low-cost way.
One of the simplest fabrication approaches of PDMS through-holes is to manually punch out though-holes using a small gauge needle or biopsy punch as done for access holes for most microfluidic devices, which is time-consuming and limited by the needle size.5 In the last decade, notable progress has been made in fabrication of PDMS through-holes. On one hand, etching, which based on the traditional lithography process,6–8 is hard to obtain satisfactory side walls,9 and the high price offsets the advantage of low cost of PDMS. On the other hand, there are several fabrication approaches derived from soft lithography, such as the micro transfer molding (μTM)10–12 and the micromolding in capillaries (MIMIC).13,14 In the μTM method, pressure is exerted on a mold and a substrate to pattern through-holes on PDMS gel. Differently, in the MIMIC method, a mold and a substrate are compressed together in advance, then PDMS gel is pulled by capillary force into the space between them. Through-holes fabricated by μTM is likely to leave undesired thin PDMS membranes on the opening of through-holes.15,16 Moreover, in both μTM and MIMIC, either the mold or the substrate must be made of PDMS, and the surface of one of them must be treated to facilitate the latter demolding process,10,12 which increases the operating difficulty and cost of these techniques. Compared to μTM, a simpler approach is to leave the membranes in micromolding, and stick them away in the follow-up process,5,16 which will lead to irregular crack edges. Another low-cost method suiting for laboratory study is spin-coating the PDMS gel on the mold,17,18 utilizing air-blowing11,15 to remove the undesired PDMS membranes on the top of mold. However, PDMS surface will form meniscus near the ends of through holes owing to surface tension. In summary, most of the methods above mentioned need additional labor or expensive experimental devices.
Compared to the MIMIC13 which patterns PDMS in close capillaries, some types of microstructures can also generate capillary force as open capillaries without extra covers or substrates. Hence, in this research, micromolding in open capillaries (MIMIOC) is proposed as a simpler method for PDMS through-holes fabrication, whose procedures are easy to observe and handle. In this paper, we utilize the MIMIOC to fabricate PDMS through-holes in different shapes and dimensions, confirming its ability to obtain planar PDMS through-hole layers by experiments. Theoretical analysis is also adopted to demonstrated the processing capacity, and its scope of application is also discussed.
The MIMIOC is a simple and effective approach to fabricate PDMS through-holes, eliminating the likelihood of leaving undesired PDMS membranes and meniscus near the ends of through holes. Furthermore, the PDMS through-holes obtained by the above process is geometrically related to the mold, so hole array with complicate structure can be achieved by utilizing complicate mold structure. Therefore, the above process can be used for not only fabrication of quasi three-dimensional structures like the column through-holes, but also some true three-dimensional structures. The SU-8 mold used in this method can get 3D structures by multiple photolithography, also, epoxy molds fabricated by stereolithography and nickel molds fabricated by LIGA may be utilized in this method.
Next, a PDMS transfer layer of about 1 mm was coated and cured (60 °C, 2 h) on the top of unreleased PDMS through-hole layer, then these two layers were released from the mold by a scalpel, as shown in Fig. 2(c) and (d). The transfer layer was applied as a temporary carrier for through-holes to avoid substantial deformation of microstructures of the through-hole layer, whose thickness usually ranges from tens of to a hundred microns.
The magnitude of releasing resistance of the top two layers (Fig. 2(c)) is related to the shape of the microstructures on the SU-8 molds and SU-8 binding force with PDMS. It is a practical way to reduce this binding force by sputtering a layer of aluminum on the surface of molds. However, for those microstructures with high aspect ratio, it needs a considerable thickness of metal to cover the sidewall, which distorts the dimensions of patterns. In this research, the surfaces of SU-8 molds were silanized by trichloro(octadecy)silane, which formed self-assembled monolayers (SAM) to reduce the releasing resistance.
After release the thin through-holes by introducing a transfer layer, a PDMS substrate may with microstructure was aligned and bonded with the PDMS through-holes (Fig. 2(e)). For the convenience of operation, the PDMS substrate was adhered to a rigid silicon wafer. Oxygen plasma can treat PDMS in a considerable area without affecting microstructure on PDMS, and form a chemical bond.19 In this study, plasma cleaner (PDC-MG, Mingheng Science & Technology Co. Ltd.) was utilized to treat PDMS through-hole layer and the PDMS substrate (25 W, 40 Pa, 40 s), then they were pressed together immediately for 60 min, at 60 °C.
When the bonding was completed, the PDMS transfer layer was peeled off the through-holes, as in Fig. 2(f). Furthermore, a multi-layer structure could be easily fabricated by repeating this process to stack more patterned PDMS layers on the top of obtained structure. At last, release the PDMS substrate with all structure above from the rigid silicon wafer.
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Fig. 3 PDMS through-hole layers with circle patterns (a) and (b), square patterns (c) and rounded rectangular patterns (d), and their partial enlarged images. |
Furthermore, to exhibit that PDMS gel did not overflow the top of columns on the mold, PDMS was patterned by a SU-8 mold sputtered a 200 nm thick of aluminum. Because aluminum also has good wettability to PDMS gel, the thin aluminum layer cannot influence the wetting morphology of MIMIOC significantly. As shown in Fig. 4(a), the aluminum on top of columns showed darker color than the cured PDMS around, which could deny the overflow of PDMS.
In the bonding of PDMS through-hole layer and substrate, due to the flexibility of PDMS, the deformation of these two layers must be precisely controlled to align microstructures on both sides. The substrate was stick onto a rigid silicon wafer, which decreased its tendency to distort. In the transfer technique shown in Fig. 5, it is critical to guarantee that binding force between the transfer layer and through-holes must be greater than demolding resistance. On the other hand, it should be less than the bonding force between through-holes and substrate for the integrity of through-holes after the transfer layer is peeled. Hence, to lower the operative difficulty of the transfer and bonding process, bonding force between the through-holes and the substrate must be enhanced while demolding resistance reduced.
ΔG = γLVΔAr − [(2y + x)Δz(γSV − γSL) − xΔzrLV] | (1) |
≈−[(2y + x)Δz(γSV − γSL) − xΔzγLV] | (2) |
= −[(2y + x)ΔzγSV![]() ![]() | (3) |
=(x − x![]() ![]() ![]() ![]() | (4) |
As we can see in eqn (4), only when ΔG is negative will the groove fill. Therefore (x − xcos
θ − 2y
cos
θ) should be negative. For a groove with aspect ratio of 1, the contact angle θ < 70.5°. In this study, the weighing method was used to measure the contact angle of PDMS gel (10
:
1) to SU-8, which is about 10°. Consequently, SU-8 microstructures with a aspect ratio larger than 0.0076 are suitable for MIMIOC of PDMS.
Compared to MIMIC, it is more complicated to predict the gel surface in the mold used in MIMIOC theoretically, because the mold is open in MIMIOC. In 2005, Seemann20 investigated the wetting morphologies of liquid in capillary grooves with rectangular cross-section. According to his study, for grooves with different aspect ratio and different contact angle, the liquid could form overspilling droplets (D region) or extended filaments (F+ and F− regions), as shown in Fig. 6.20 In the morphology of extended filaments, the liquid shape in different cross-sections is essentially constant while extending. So increasing the volume of liquid could only cause the grow of filaments in length. Furthermore, in the region of filaments, the liquid surface was convex (F+ region) when the substrate had a greater contact angle and concave (F− region) when the substrate had a smaller contact angle. The principle of the MIMIOC rightly bases on the above phenomena, and the morphology of the PDMS gel that suits for the MIMOC must belong to the region of F−. In F−, insufficient liquid will lead to concave in the extending length. Therefore, the volume of newly added liquid after its fully extended on the mold could be used to control the liquid shape from concave to plane or convex.
Relationship mentioned above is suitable for straight capillary grooves. However, a portion of patterns used for through holes molding is column arrays, such as the cylinder array in Fig. 1. Grooves formed by column arrays are crossed, which have a more complicated structure. Therefore, the corresponding morphology diagram will be different. Nevertheless, in a local scale, crossed grooves conform with the characteristic of straight grooves, the discipline that liquid surface changes with the contact angle and the aspect ratio are similar.
We used SU-8 molds with typical cylinder array microstructure to pattern PDMS. Before PDMS gel fully spread on the molds, they were baked at 80 °C for 2 hours. The leading edges of cured PDMS on the molds were observed by SEM, as in Fig. 6(a). In the main extending direction, PDMS concaves as liquid in the F− region could be observed.
Within F− region, the concave liquid surface can be adjusted by properly adding the gel, but the liquid surface is not restrained in the open mold. We consider the groove with rectangular cross-section as an example to analyze the surface of spread PDMS gel. When the liquid is insufficient, the gel spreads in the groove and comes to be stable. According to Seemann,20 the surface shape can be determined, which is related to the contact angle and the groove aspect ratio. When the liquid fills the mold, the surface shape can be controlled by properly adding the liquid if the wetting morphology is in the F− region. On the contrary, in the F+ region, the increasing of liquid amount will lead to the rise of liquid level, which is impossible to obtain a planar through-hole layer.
Ignoring gravity, liquid surfaces shape after spreading over the mold is shown in Fig. 7. Owing to surface tension of the liquid, the relationship between the pressure difference inside and outside and the radius of curvature meets Laplace's equation:
![]() | (5) |
In Fig. 7, because the cross-section shapes of liquid in the capillary groove are almost identical, there is a large difference between two principal curvature radii. Therefore, compared to the curvature radius in the direction parallel to the paper in Fig. 7, the other curvature radius along the groove can be considered infinite large; on the other hand, to the liquid surface in the reservoir, which can be approximated to a spherical cap, the two main radii of curvature are equal. Considering the liquid is stable, the internal pressure is equal everywhere, so the liquid shapes in the capillary groove and the reservoir should have the following approximate relationship:
![]() | (6) |
Thus, the liquid curvature in the capillary groove and the reservoir can be summarized in a simple proportional relationship. Liquid reservoir size can be designed to be larger, so that to slow the surface change caused by injection of the liquid, making it easier to control the curvature of liquid in the capillary grooves by changing that in the reservoir. Furthermore, as the liquid reservoir has much larger size compared to the size of capillary grooves, the shape change of liquid in the capillary grooves induced by that in the reservoir can be further reduced, which can be observed by comparing the protruding angles of liquid surface in the capillary grooves and the reservoir in Fig. 6. According to the geometric relationship between the radius of curvature, the groove width and the protruding angle, combined with eqn (6), it is easy to get:
![]() | (7) |
When Wc ≪ Wr, the liquid surface in the capillary grooves is nearly planar. For instance, the capillary groove width is 100 μm and liquid reservoir size is 1 mm, when the liquid surface in the reservoir has a 10° protruding angle, the angle in the capillary groove is only 2°. In fact, 10° has reached the contact angle of PDMS gel to SU-8 mold, which can be considered as the upper limit of the protruding angle of the liquid in the reservoir.
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