Chuan Caia,
He Gonga,
Weiping Lib,
Feng Gaoc,
Qiushi Jiangb,
Zhiqiang Cheng*b,
Zhaolian Hanb and
Shijun Li*a
aCollege of Information Technology, Jilin Agricultural University, 2888 Xincheng Street, Changchun 130118, China. E-mail: lsj0883@sina.com
bCollege of Resources and Environment, Jilin Agriculture University, 2888 Xincheng Street, Changchun, 130118, China. E-mail: czq5974@163.com
cCollege of Plant Protection, Jilin Agriculture University, Changchun 130118, China
First published on 13th April 2021
High-performance flexible pressure sensors with high sensitivity are important components of the systems for healthcare monitoring, human–machine interaction, and electronic skin. Herein, a flexible and highly sensitive pressure sensor composed of ferrosoferric oxide (Fe3O4)/carbon nanofibers (FeOCN) was fabricated using three-dimensional electrospinning and further heat treatment methods. The obtained pressure sensor demonstrates a wide working range (0–4.9 kPa) and a high sensitivity of 0.545 kPa−1 as well as an ultralow detection limit of 6 Pa. Additionally, the pressure sensor exhibits a rapid response time, good stability, high hydrophobicity, and excellent flexibility. These merits endow the pressure sensor with the ability to precisely detect wrist pulse, phonation, breathing, and finger bending in real-time. Therefore, the FeOCN pressure sensor presents a promising application in real-time healthcare monitoring.
Flexible piezoresistive pressure sensors are generally prepared from two key components.11 One is a conductive material and the other is a flexible elastomeric matrix. To date, many studies have chosen expensive conductive materials for flexible piezoresistive pressure sensors, such as carbon nanotubes,12 Ag nanowires (AgNWs),13 Au nanowires (AuNWs),14 graphene15 and reduced graphene,16 in which AgNWs and AuNWs are relatively expensive as well as based on nonabundant metal. Various complicated process methods, including chemical vapor deposition (CVD) followed by etching,17 freeze-drying plus carbonization,18,19 and template combined with in situ polymerization process20 have been used to construct various sophisticated microstructures for piezoresistive pressure sensors. For instance, Ma Yuxiao et al. prepared graphene–amorphous carbon hierarchical foam (G–ACHF) by chemical vapor deposition (CVD), followed by etching process.17 Hu Yijie et al. reported a carbon aerogel piezoresistive pressure sensor with directional freeze-drying and carbonization process.19 Wan Yuqin et al. fabricated a porous conductive polyurethane (PU) sponge force sensor based on in situ polymerization of pyrrole inside the porous polyurethane elastomer, in which porous polyurethane elastomer was prepared by a sugar-templated.20 However, the fabrication of these aforementioned three-dimensional piezoresistive pressure sensors is often complicated and not easy to implement.
Electrospinning is a simple, effective, and cheap technique for manufacturing ultrafine continuous fibers with diameters from micrometer to nanometer scale.21,22 Meanwhile, electrospinning technology is often used to prepare two-dimensional (2D) nanofibers, but it also holds great promise as a robust method for preparing 3D nanofibers.23,24 Compared with the 2D nanofibers, the 3D nanofibers tend to be formed with a significant increase in thickness and porosity. And 3D electrospun nanofibers are widely applied in tissue engineering.21 There are few reports on the use of 3D electrospun nanofibers for flexible pressure sensors,2,25 especially the use of electrospun 3D carbonized nanofibers for pressure sensing.25 In addition, compared with various sophisticated microstructure designs for flexible pressure sensors, such as micropyramid structure,26 porous structure,27 nano-architected multilevel ridges,28 and micropillar structure,29 the interweaved 3D nanofibers network structure can be directly obtained by simple electrospinning.
In this paper, we reported a flexible and highly sensitive pressure sensor composed of ferrosoferric oxide (Fe3O4)/carbon nanofibers (FeOCN) was fabricated using three-dimensional electrospinning and further heat treatment methods. Our method for producing flexible 3D carbon nanofibers has great advantages because the precursor solution can simultaneous building of a 3D nanofibers network structure and enable the FeOCN to overcome the intrinsic brittleness of PAN-based carbon nanofibers (CNFs).30 Owing to the flexible 3D carbon nanofibers, the obtained FeOCN pressure sensor demonstrates a wide working range (0–4.9 kPa) and a high sensitivity of 0.545 kPa−1 as well as an ultralow detection limit of 6 Pa. Additionally, the pressure sensor exhibits, rapid response time, good stability, high hydrophobicity, and excellent flexibility. These merits endow the pressure sensor with the ability to precisely detect wrist pulse, phonation, breathing, and finger bending in real-time.
The oxidative stabilization was implemented in a tube furnace in an air atmosphere, the precursor 3D nanofibers were heated from room temperature to 210 °C for 2 h with a heating rate of 5 °C min−1, and then cooled to room temperature. Subsequently, the oxidative stabilized 3D nanofibers were carbonized by heating tube furnace from room temperature to 800 °C at 5 °C min−1 in the nitrogen atmosphere and kept at 800 °C for 2 h. Finally, two pieces of copper foil electrodes were glued with conductive silver past at the upper and lower surfaces of the 3D electrospun carbon nanofibers, and the dimension of the FeOCN pressure sensor fabricated is around 23.4 × 8.54 × 3 mm3.
In this work, the electrospun nanofibers could self-assemble into the 3D nanofibers network structure. Sun Bin, et al. in a published study revealed the necessary conditions for the formation of a 3D fiber structure, namely needs a conductive collector plate to facilitate the charge transfer of the coming fibers.2,39 Meanwhile, under the influence of an applied strong electrostatic field, the top of the electrospun nanofibers will be negatively charged and attracted by the metal needle, which will facilitate the continued self-assembly of the nanofibers.39 As we know, not all polymer solutions can be directly electrospun into a 3D self-assembly structure. And electrospinning solution is the most critical factor that can have a significant impact on the formation of 3D nanofibers network structure.21 The addition of Fe3+ in the electrospinning solution is the key to building 3D nanofibers network structure.2 Under the action of electrostatic the Fe3+ will be easily magnetized or polarized, this will decrease the fiber diameter and lead to a loose and fluffy 3D nanofibers network.39 Besides, an appropriate choice of solvent will also benefit the fiber to quickly solidify, so it has enough strength to support subsequent fibers accumulation. As a common organic solvent, DMF has been widely used in 3D electrospinning.22,25,40,41 Compared with other solvents, such as dimethylsulfoxide (DMSO), N-methylpyrrolidone (NMP), DMF has the advantage of rapid evaporation in electrospinning.42 So the rapid evaporation of the DMF will help maintain the 3D nanofibers network structure. Besides, the influence of the distance from the nozzle-to-collector on the formation of the 3D nanofibers network is also considered. Kirecci Ali, et al. found that as the distance increases, the diameter of the fiber will first decrease and then increase, where the minimum fiber diameter is obtained when the distance is 15 cm.43 In another work, reported by Jalili R. et al. they found that when the receiving distance is less than 15 cm, the solvent is not completely evaporation.44 The two works mentioned above are related to the use of PAN/DMF solution for electrospinning. It can be seen that appropriately increasing the distance from the nozzle to the collector is beneficial to the solidification of the fiber and can effectively control the diameter of the fiber. Therefore, in this work, an appropriate distance was selected, that is, the distance from the nozzle to the collector is 18 cm. It can ensure that the collected fibers are almost completely solidified when in contact with the collector, which will help the construction of the 3D nanofibers network.
Fig. 2 shows the relative resistance variation ratios (ΔR/R0 = (R0 − R), where R0 and R denote the resistance without and with load pressure, respectively) of the FeOCN pressure sensor with the applying of different pressure. It showed that the relative resistance variation ratios of the FeOCN pressure sensor was gradually increased with the increase of the load pressure, which could be divided into three regions: low pressure range (0–1 kPa), middle pressure range (1–2.4 kPa), high pressure range (2.4–4.9 kPa). The sensitivity (S) of the FeOCN pressure sensor is defined as S = δ(ΔR/R0)/δP, where ΔR and P denote the change in resistance and the applied pressure, respectively. The S of the FeOCN pressure sensor in the pressure range of 0–1 kPa, 1–2.4 kPa and 2.4–4.9 kPa calculated is 0.545 kPa−1,0.109 kPa−1 and 0.045 kPa−1, respectively. In the low pressure regime (0–1 kPa), the FeOCN pressure sensor shows a high sensitivity of 0.545 kPa−1, which is around 5 and 12 times larger than the middle and high pressure range. Table 1 shows the comparison of pressure highest sensitivity, work range, and other versatile properties of various 3D porous materials. Obviously, the FeOCN pressure sensor shows both a relatively high sensitivity as well as a wide pressure detection range.
Fig. 2 Relative resistance variation ratios as a function of pressure for the FeOCN pressure sensor. |
Materials | Highest sensitivity (kPa−1) | Work range (kPa) | Hydrophobicity | Reference |
---|---|---|---|---|
Carbon nanofiber networks | 1.41 (0–0.25 kPa) | 0–2.5 | √ | 25 |
Copper nanowires/reduced graphene oxide/melamine foam | 0.088 (1.5–10 kPa) | 0–18 | — | 45 |
CNTs/GO@PDMS | 0.31 (0.05–3.8 kPa) | 0.05–6.3 | √ | 46 |
rGO/PI foam | 0.18 (0–1.5 kPa) | 0–6.5 | — | 47 |
RGO-PU sponge | 0.26 (0–2 kPa) | 0–10 | — | 48 |
FeOCN | 0.545 (0–1 kPa) | 0–4.9 | √ | This work |
The working mechanism of the FeOCN pressure sensor could be explained by the contact resistance change between the tangled carbon nanofibers induced by the load pressure.4,9,25 And the increased contact sites will cause more conductive paths. Under a small pressure, the lower the density of the contact sites, the higher the relative increase of the contact sites, which will lead to higher sensitivity. As the pressure continued to increase, the density of contact sites will decrease accordingly and will get a relatively low relative increase in contact sites, which will lead to lower sensitivity. The schematic evolution of the FeOCN pressure sensor sensing models is shown in Fig. S3.†
The as-fabricated FeOCN pressure sensor demonstrates an excellent sensing performance. As shown in Fig. 3a, the current–voltage curves of the FeOCN pressure sensor under different pressure show good linear ohmic characteristics, which indicate the FeOCN pressure sensor exhibits a stable response to static pressure. Meanwhile, the slope of the current–voltage curves increases significantly with the pressure increase from 50 to 2500 Pa, due to the corresponding increase of the conductivity. To investigate the detection limit of the FeOCN sensor, a tiny weight (0.1218 g) was cyclically loaded and unloaded on the sensor (23.4 mm × 8.54 mm). And Fig. 3b illustrates the relative resistance variation ratios response of the FeOCN pressure sensor during the loading and unloading of a small pressure less than 6 Pa. The low detection limit enables the sensor to detect human pulses. To evaluate the reliability and repeatability of the pressure sensor, various compression tests were performed. As illustrated in Fig. 3c, when the sensor under compressive loading–unloading cycles with different applied pressure values of 50, 60, 70, 120, and 2500 Pa, the relative resistance variation ratios increased monotonically with the increase of applied pressures, and the response signals of the sensor were basically identical to the given pressure. In general, the FeOCN pressure has a good response to different applied pressures. Considering that loading frequency dependence is one of the important characteristics that need to be considered for a sensor. The response of the FeOCN pressure sensor at various compression frequency strain rates from 0.05 to 0.4 Hz is investigated. As shown in Fig. 3d, the relative resistance variation response signals exhibit a similar response. Meanwhile, the magnitude of the relative resistance variation peak is almost the same. The FeOCN pressure sensor showed highly steady and almost no dependence on the loading rate, suggesting that the FeOCN pressure sensor is sensitive in a wide range of frequency and has excellent robustness. In order to investigate the response time of the FeOCN pressure sensor, dynamic pressure inputs have been applied. As shown in Fig. 3e, the pressure sensor showed an immediate response to loading/unloading of 4.8 kPa, with a response time of about 0.43 s. The long response time may be caused by the hysteresis effect of the FeOCN pressure sensor during loading/unloading pressure. Moreover, in order to evaluate the reproducibility and durability of the FeOCN pressure sensor, as can be seen from Fig. 3f, the pressure response over 500 loading–unloading cycles at an applied pressure of 0.5 kPa and a frequency of 1 Hz was recorded. The FeOCN pressure sensor showed excellent reproducibility and durability with negligible changes in 500 times presses. As shown in the enlarged inset in Fig. 3f, the output curve remains nearly identical sharp resistance amplitude after each loading and unloading cycles, which indicates that the sensor has a long working life and high stability. The above results approve that the FeOCN pressure sensor features high sensitivity, rapid response, and excellent repeatability, also, the pressure sensor does not require sophisticated microstructures design or expensive conductive materials.
Based on their superior performance, the FeOCN pressure sensor can be potentially employed to detect various human motions in real-time, such as wrist pulse, phonation, breathing, and finger bending. Pulse rate is one of the vital signs of human life and pulse can also be used to diagnose in Traditional Chinese Medicine.49 So accurate collection of pulse signals is helpful to assess the health state of the human body. Fig. 4a shows a FeOCN pressure sensor fixed on the wrist to monitor the pulse in real-time. And pulse shapes are regular and repeatable. In particular, three typical characteristic peaks of wrist pulses were collected, which correspond to percussion wave (P-wave), tidal wave (T-wave), and diastolic wave (D-wave), respectively. So the FeOCN pressure sensor possesses a potential application in wearable electrical skin. As shown in Fig. 4b, the FeOCN pressure sensor was attached to the throat to monitor the phonation. Characteristic waves of some words including the monosyllabic word “hi”, a dissyllabic word “carbon”, and a polysyllabic word “volunteer” can be recognized. At the same time, the response signal curves of each word can be easily distinguished by analysing the shape of the response signal curves, indicating the sensor can be potential employed in human voice recognition. Fig. 4c shows that the FeOCN pressure sensor fixed in the breathing position inside the mask, the real-time breath pulses of a volunteer in relaxation and after exercise were recorded. Two pulse patterns are easy to identify after exercise and in relaxation, and both of them show good repeatability. Compared to a relaxed state, the response amplitude after exercise increased more obviously. The results reveal the promising possibility of respiratory rate detection. As shown in Fig. 4d, the FeOCN pressure sensor was mounted onto the index finger to identify the bending deformation at different angles, the response signal under different bending angles can be easily identified, which provides a promising application for identifying the bending angle of the finger. The above results indicate that the FeOCN pressure sensor has great potential for detecting various human motions.
Fig. 4 (a) The response signals of the FeOCN pressure to various human motions: (a) wrist pulse, (b) phonation, (c) breathing and (d) finger bending. |
Footnote |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/d0ra10803k |
This journal is © The Royal Society of Chemistry 2021 |