Taehoon
Hwang†
ab,
Jungyoon
Seo†
ab,
Eun
Ko
a,
Chanwoo
Yang
*c and
Hwa Sung
Lee
*ab
aDepartment of Materials Science and Chemical Engineering, Hanyang University, Ansan, 15588, Republic of Korea. E-mail: hslee78@hanyang.ac.kr
bBK21 FOUR ERICA-ACE Center, Hanyang University, 55 Hanyangdaehak-ro, Sangnok-gu, Ansan, 15588, Republic of Korea
cAdvanced Nano-Surface & Wearable Electronics Research Laboratory, Heat and Surface Technology R&D Department, Korea Institute of Industrial Technology, Incheon, 21999, Korea. E-mail: chanu@kitech.re.kr
First published on 25th January 2023
Flexible pressure sensors are among the most important flexible electronics used in various electronic skin applications, including artificial intelligence, human–machine interfaces, health monitoring, and soft robotics. To obtain piezoresistive pressure sensors with improved sensitivity and reliability in sensing performance, we investigated the correlation between the pressure-sensing performance of the sensors and the nanostructures of the sensing media with controlled nanopatterned templates. To compare the effects of nanostructures on the pressure sensor performances, two nanorod-patterned sensing media with different nanoscales were used: one was a finely nanopatterned sensing medium, while the other was a relatively large nanopatterned medium using different anodized aluminum oxide (AAO) templates, named shAAO and bhAAO, respectively. The piezoresistive pressure sensor using the shAAO-replicated sensing medium exhibited better sensitivity, faster response/recovery rate, and better sensing reliability than the bhAAO-pressure sensor. This result suggests that optimizing the nanopatterned structures should be considered in terms of the interdigitated contact that proceeds between the two electrodes to obtain high-performance pressure sensors when designing nanopatterned sensing media applied through face-to-face assembly of the nanostructured substrate.
Elastomeric polymers, such as polydimethylsiloxane (PDMS), have been typically used as piezoresistive pressure-sensing media for flexible pressure sensors, introduced with various regular and irregular nanopatterned structures.18–23 These nanopatterned structures are designed by casting or coating onto pre-patterned templates, including designed silicon molds, laser-engraved molds, fabrics, self-assembled nano/microparticles, or porous polymer templates. Various studies have proven that elastomeric media with nano/micropatterned structures fabricated using a precisely controlled template are effective in manufacturing high-sensitivity pressure sensors, such as pillar, pyramidal, dome, or conical structures. These results indicate that an elastomeric medium-based piezoresistive pressure sensor with such nanostructures exhibits superior sensing performance owing to its higher sensitivity to pressure than a planar medium-based sensor.24–26 When considered as an extension of these studies, however, we believe that the complementary results on changes in pressure-sensing performance according to the finely controlled nanostructures are somewhat lacking.
Piezoelectric pressure sensors with regular nanopattern structures improve their sensitivity and detection range of loading pressure owing to the increased deformation sensitivity of the sensing medium to external force. In particular, piezoresistive sensors with an interdigitated nanostructured medium, that is, face-to-face assemblies of nanostructured substrates, can induce much greater changes in the contact area and localized stress concentration than those using a single nanostructured medium, resulting from the formation of extra current paths through the unsimultaneous contact of regular nanopatterns.27–30 The geometrical morphologies of the nanopatterned media have a close relationship with the contact behavior under local pressure for the sensing performance associated with piezoresistive performance. For example, a pressure sensor with a very small nano/microstructure has high sensitivity in a low-pressure range; however, the reliability of its signal detection is lowered. In contrast, a pressure sensor with a relatively large size microstructure has excellent detection and sensing reliability; however, its sensitivity is often lower in the low-pressure range.31–35 Therefore, the design and optimization of flexible pressure sensors or sensing medium nano/microstructures with high sensitivity and reliability in both low- and high-pressure ranges is one of the challenges that must be overcome for the practical applications of pressure sensors and electronic skins.
To investigate the correlation between the sensitivity or signal reliability of the pressure-sensing performance and the nano/microstructure of the sensing medium in flexible piezoelectric pressure sensors, we introduced nano/microstructures into an elastomeric sensing medium using an anodized aluminum oxide (AAO) template. Although PDMS is biocompatible and deformable, its application is limited to wearable e-skin devices that require extreme deformability because of their tearing properties beyond the limit of deformation. Polyurethane acrylate (PUA) is a representative elastomeric polymer with superior mechanical strength and deformation stability compared to PMDS36–39 and was used as an elastomeric sensing medium in this study. In addition, to understand the effect of nanostructures more systematically on the pressure-sensing performance, two kinds of nanostructured PUA sensing media were prepared using AAO templates with hole diameters of 438.2 ± 12.8 nm and 291.5 ± 30.3 nm, which were named big-hole AAO (bhAAO) and small-hole AAO (shAAO), respectively. Along with the nanostructured diameters of the pressure-sensing medium, height is also one of the main factors affecting the sensing performance of the pressure sensor. Thus, the hole depth in the AAO template was set to 550 ± 50 nm to simplify the variables that affect the sensing performance. Although our results demonstrate adequate performance of pressure sensors, they can still provide essential basic information for the development of high-sensitivity pressure sensors in the future by analyzing the influence of the nanostructures of the sensing medium on the sensor performance.
The nanorod diameter distributions of the nanopatterned PUA substrates peeled off from the bhAAO and shAAO templates are shown in Fig. 2. The nanorod diameters of the bhAAO- and shAAO-replicated PUAs show a Gaussian distribution and the average diameters of them are 445.9 ± 38.3 nm and 292.2 ± 26.4 nm, respectively. The average diameters of the measured nanorods were slightly larger than the pore size of the AAO templates because the penetrating PUA polymer solidifies, relieves the pressure inside the pores, and expands slightly.42 More importantly, this is because of the uniformity of the nanopatterned nanorod structures. For the bhAAO- and shAAO-replicated cases, the error ranges of the PUA nanorod diameters were confirmed as 8.6 and 9.0%, respectively, compared to their average values. This result indicates that the uniformity of the nanorod-patterned PUA with AAO templates is excellent.
Fig. 2 The diameter distributions of (a) bhAAO- and (b) shAAO-replicated PUA nanorods. (Insets show their top-view SEM images.) |
Piezoresistive pressure sensors were fabricated by superimposing two nanorod-patterned PUAs coated on the surface with 30 nm-thick Au as an electrode. Fig. 3(a and b) show the pressure-sensing performance of the piezoresistive pressure sensors based on the bhAAO- and shAAO-replicated PUAs according to various pressure degrees, which were evaluated by applying a fixed voltage of 0.1 V between the two electrodes. For simplicity of nomenclature, the bhAAO- and shAAO-replicated PUA-based sensors are denoted as bhAAO- and shAAO-pressure sensors, respectively. In the absence of external pressure, the current value is low because of the small contact area between the two Au-coated nanorod-patterned PUAs. When an external pressure is applied, the PUA films are compressed together, increasing the current between the electrodes with increasing contact area. As shown in Fig. 3(a and b), the bhAAO- and shAAO-pressure sensors showed excellent repeatability when loading and unloading were repeated 10 times at pressures of 0.1, 0.25, 0.5, and 1.0 kPa, respectively. In particular, the shAAO case shows a more sensitive ΔI/I0 variation with pressure than the bhAAO case, which is summarized in Fig. 3(c). Comparing the bhAAO- and shAAO-pressure sensors, the shAAO shows a more sensitive change in ΔI/I0 values with applied pressure, and the saturation phenomenon, a chronic problem of flexible pressure sensors, is significantly improved. In addition, the shAAO-pressure sensor presented a high linearity of 0.977 in the pressure range from 0 to 0.6 kPa, which indicates that the pressure-sensing signal reliability is relatively outstanding.
The slope of the ΔI/I0 variation curve as a function of pressure is defined as the sensitivity (S), which is derived by the equation S = (dI/I0)/dP, where dI is the instantaneous change in the current (I), I0 is the initial I, and dP is the instantaneous change in the applied pressure. Fig. 3(d) shows the variations in S derived from the pressure-sensing performance of the bhAAO- and shAAO-pressure sensors. As shown, the shAAO has an overall higher S value than bhAAO, and clearly shows that the saturation problem appears later. For example, for the bhAAO-pressure sensor, the saturation of the sensing signal appears from 0.3 kPa, whereas the signal saturation for the shAAO is observed at a high applied pressure level of 1.5 kPa, despite continuous decrease in the S value. Along with the differences in the signal saturation phenomenon and the S variation, the shAAO-pressure sensor showed better performance in terms of the stability of the detected signal. As shown in Fig. 3(e), when the pressure is kept constant for a certain period of time in the range of 0.1 to 1.0 kPa, the shAAO-pressure sensor showed a constant ΔI/I0 variation at all pressures, whereas the bhAAO showed an increase in ΔI/I0 variation at relatively high pressures of 0.5 and 1.0 kPa. These results indicate that the shAAO-based piezoresistive pressure sensor with a finer nanopatterned sensing medium has a more stable response to applied pressure than the bhAAO-pressure sensor. This is a natural result because the amount and time of deformation required increases as the level of applied pressure increases.
To compare the sensing rates of the developed piezoresistive bhAAO- and shAAO-pressure sensors, the response and recovery times were analyzed. For a reliable comparison, the response time is defined as the time from the initial ΔI/I0 value without applied pressure to the point where the ΔI/I0 reached 90% level relative to the signal saturation section, while the recovery time is defined as the time to reach the point where the ΔI/I0 drops to 10% level relative to the saturated signal. These definitions are shown in Fig. 4(a), using the sensing signal when a pressure of 1.0 kPa is applied. Fig. 4(b) summarizes the results of analyzing the response and recovery times. As shown, the shAAO-pressure sensor exhibited that the time required for ΔI/I0 variations in both the processes of deformation and recovery is faster than that of the bhAAO. Moreover, a tendency for the response and recovery times to increase with the applied pressure was observed for both pressure sensors, which is consistent with the results shown in Fig. 3(e). We believe that this is a natural result because the deformation degree and time required increases as the applied pressure level increases. Fig. 4(c and d) show the real-time ΔI/I0 variation measured in loading and unloading cycles with a fixed pressure of 0.5 kPa to evaluate the long-term operational stability of the bhAAO- and shAAO-pressure sensors, respectively. For the bhAAO case, because of the relatively low sensor performance described above, the baseline in the unloaded state of pressure does not return to zero and gradually increases during 100 cycles of repeated operation, which could result in the hysteresis problem of the sensing signal. In contrast, the shAAO-pressure sensor exhibited high sensing stability without noticeable changes under the process of periodic pressure loading and unloading in cyclic operations for a long time, during which the detected ΔI/I0 fluctuation value was maintained and reproduced almost as it originally was. While previously reported piezoresistive pressure sensors43–45 exhibited an upward or downward moving baseline like the bhAAO pressure sensor, the shAAO pressure sensor showed superior reliability with a constant baseline without hysteresis.
The morphological characteristics of the bhAAO- and shAAO-replicated PUA sensing media and the sensing performances of the piezoresistive pressure sensors are summarized in Table 1. From the information shown in the table, we can infer that the shAAO-pressure sensor performs better than the bhAAO sensor. The nanorod density of the shAAO-replicated PUA sensing medium is 4.01 μm−2, which is higher than 3.84 μm−2 of the bhAAO case, resulting in improved current change responsiveness and pressure sensitivity at low-pressure level. A similar interpretation is supported by Kim et al., who observed that the sensitivity of a piezoresistive pressure sensor is proportional to the nanostructure density.46–48 In addition, the nanorods of the shAAO-replicated PUA exhibited a smaller diameter of 292.2 ± 26.4 nm, resulting in a low surface coverage of 34.6%. Therefore, the contact area between the upper and lower PUA nanorods can be changed sensitively because of their easy engagement with the pressure applied to the sensing medium, which improves the sensitivity and linearity of the sensing signals in the shAAO-pressure sensor. Of course, these results do not generalize that piezoresistive pressure sensors perform better when using finer-patterned sensing media at nanoscales. In designing a piezoresistive sensing medium that has superior responsiveness depending on the applied pressure, optimizing the nanopatterned structures is necessary, considering not only the nanostructure density but also the surface coverage in terms of the interdigitated contact between the two electrodes. Based on this design, it is possible to secure piezoresistive pressure sensors with improved sensitivity and reliability for sensing performance.
Characteristics of nanorod-patterned PUA | Pressure-sensing performances | |||||
---|---|---|---|---|---|---|
Nanorod diameter (nm) | Nanorod density (μm−2) | Surface coverage of nanorods (%) | Sensitivity (kPa−1, at 0.2 kPa) | Response time (ms, at 1.0 kPa) | Recovery time (ms, at 1.0 kPa) | |
bhAAO | 445.9 ± 38.3 | 3.84 | 74.3 | 0.0275 | 352.3 | 177.2 |
shAAO | 292.2 ± 26.4 | 4.01 | 34.6 | 0.0653 | 199.8 | 159.5 |
Fig. 5(a) shows the reproducibility test results at various applied pressures for a shAAO-pressure sensor with excellent sensitivity, reliability, and response characteristics of the sensing signal. The applied pressure was incremented from 0.25 to 2.0 kPa in 5 repetition cycles. As shown, the sensing signals of ΔI/I0 variations for the pressure sensor operated in these processes were confirmed to be constant and uniform indicating the excellent sensing performance of the developed shAAO-pressure sensor. All measurements of the shAAO-pressure sensor were performed at a low voltage of 0.1 V, and the initial current was ∼4 mA, resulting in a static power consumption of 0.4 mW, which is comparable to those of previously reported low power piezoresistive pressure sensors.49,50 In addition, for determining whether the shAAO-pressure sensor responds accurately to a minute pressure signal, we repeatedly measured the sensing signal by dropping small water droplets, as shown in Fig. 5(b). The process of dropping a water droplet onto the shAAO-pressure sensor in an inclined state was monitored and this process is shown in the camera-captured images in the insert of Fig. 5(b). When the droplet first falls and reaches the sensor surface, an additional force is applied by the falling speed, and thus, the sensing signal is actually detected. Subsequently, the detection signal decreases with the droplet rolling off the surface. The measured ΔI/I0 value at the midpoint of the sensing signal, which could be predicted to be the point where the drop force of the water droplet can be neglected, was 0.11 × 10−3. Considering the weight (4.2 mg) of the water droplet measured on a sophisticated scale and the area of the electrode, the calculated pressure was 1.45 Pa, which was confirmed to be almost consistent with the measured ΔI/I0 value. These results prove that the developed shAAO-pressure sensor exhibited excellent performance that can sensitively detect even minute pressure changes.
Footnote |
† T. H. and J. S. contributed equally to this study. |
This journal is © The Royal Society of Chemistry 2023 |