1. Introduction
Respiration, the process of gas exchange between an organism and the environment, is critical for sustaining human life and activity [
1]. Shortness of breath is a form of discomfort caused by breathing difficulties. Respiratory disorders exhibit various symptoms depending on their cause. Asthma, heart conditions such as heart failure, pneumonia, bronchitis, sleep apnea, fever due to infection, and various other diseases and health conditions can cause respiratory disorders [
2]. When experiencing shortness of breath, a feeling of air depletion accompanies an increase in the breathing rate, making alterations in the depth of breathing possible. Breathing causes changes in humidity depending on inhalation and exhalation. Therefore, humidity detection is becoming an increasingly important method of respiratory monitoring, as it offers a promising approach to establish a relationship between human breathing and electrical signals [
3]. In addition to work, health and safety, and the analysis of human emotions, respiratory monitoring has also found applications in sports performance and training. The monitoring of breathing during exercise can provide valuable information on the efficiency of breathing patterns and the intensity of exercise. This can help athletes and coaches to optimize training programs and improve performance. For example, tracking respiratory rates during high-intensity interval training can help athletes to determine their optimal rest periods between exercise to maximize the effectiveness of the workout.
Furthermore, respiratory monitoring has been used in the diagnosis and management of various medical conditions and problems. For example, in sleep therapy, respiratory monitoring is used to diagnose and treat sleep apnea, a condition in which a person’s breathing repeatedly stops and starts during sleep. In cardiology, respiratory monitoring can provide information on heart function and help to diagnose heart conditions. In addition, respiratory monitoring can also be used to monitor the effects of medications on respiratory function and to assess the progression of respiratory diseases, such as chronic obstructive pulmonary disease and asthma.
However, to measure 20–30 breaths per minute, a fast response time is required. Nonetheless, the existing humidity sensors have limitations, such as their large size, low sensitivity, sensitivity to temperature changes, and slow response times, which limit their application fields [
4]. Through the studies on microelectromechanical systems (MEMS) over the past few decades, miniature humidity sensors have been developed using several different principles, such as capacitance, resistance, resonance, piezoelectric, and optical sensors [
1,
2,
5,
6,
7,
8].
Methods for measuring the moisture generated from direct respiration are divided into two types, depending on the measurement technology used: capacitive and resistive electronic humidity sensors.
Capacitive humidity sensors are widely used because of advantages related to their temperature stability, low power consumption, excellent linearity, and wide range of relative humidity measurements [
9]. However, their structure is complex, and the management of the capacitance values is challenging, making the manufacturing process complicated and resulting in high numbers of errors due to small changes, which remains an issue to be resolved [
10]. Resistive humidity sensors enable precise measurements and are easy to manufacture at low costs. They are also small in size with high degrees of freedom and are suitable for sensor arrays. Owing to these advantages, research is being conducted to replace capacitive humidity sensors with resistive humidity sensors [
11,
12,
13].
Indeed, many issues remain to be addressed in regard to the resistance-type humidity sensors that have been studied for metal oxides and polymers. These issues include a low response rate, low reactivity in low-humidity environments, hysteresis, and susceptibility to external environmental factors. For example, metal-oxide-based humidity sensors have been shown to degrade significantly in high-temperature and high-humidity environments [
14]. Polymer-based humidity sensors exhibit reduced durability in high-humidity environments [
15]. Therefore, research on reliable detection materials is necessary to address these issues.
Two-dimensional (2D) materials, such as molybdenum disulfide (MoS
2), with a high surface-to-volume ratio, large specific areas, and numerous active sites, such as graphene and transition metal dichalcogenides (TMD), have demonstrated considerable potential as sensing materials [
13,
16,
17,
18]. In general, 2D TMDs belong to a family of layered semiconducting structures with the chemical formula of MX2, where M represents a transition metal atom such as Mo or W, and X is a chalcogen atom such as Se or S. The layered nature of these materials results in strong anisotropy in their physical and chemical properties, such as their electrical, mechanical, and thermal properties. The most extensively studied 2D-TMD is MoS
2, which has three crystalline structures: 1T (tetragonal), 2H (hexagonal), and 3R (rhombohedral) [
19]. The lattice parameters of 1T MoS
2 are 5.6 Å and 5.99 Å, those of 2H MoS
2 are 3.15 Å and 12.36 Å, and those of 3R MoS
2 are 3.17 Å and 18.38 Å [
20]. Furthermore, the electronic properties of MoS
2 vary with the phase; it behaves as a metal in the 1T phase and as a semiconductor in the 2H and 3R phases [
19,
20]. Among the mono- to few-layer structures, 2H-MoS
2 is the most thermodynamically stable and commonly found phase. In its monolayer form, MoS
2 has an octahedral or a trigonal prismatic coordination phase [
21].
However, the progress made in humidity-sensing technology based on pure MoS
2 is not substantial. These sensors have exhibited low reactivity at low humidity levels and even longer recovery times of over 30 s, showing even lower recovery rates than the existing capacitive humidity sensors. Further studies are required to identify and address the causes of these issues [
22,
23].
X. Gan reported that the crystal phase of MoS
2, having S vacancies, reduced the bandgap of MoS
2, indicating an increased conductivity and decrease in the hydrogen adsorption free energy, implying a significant improvement of hydrogen evolution reaction activity [
24]. J. Cao reported that there is a significant change in the density of states near the Fermi level as well as greater charge transfer between the gas and the MoS
2 when the gas is adsorbed onto 1T′ MoS
2 and WS
2 compared to 2H MoS
2 and WS
2. Thus, phase selection is important for improving the gas-sensing performance of monolayer MoS
2 and WS
2 [
25]. However, the crystalline nature of MoS
2 in response to respiration has not been studied.
In this study, we attempted to determine the origin of the slow recovery rates of MoS2-based respiration sensors. We compared two respiration sensors fabricated using MoS2 synthesized using the chemical vapor deposition (CVD) and hydrothermal methods.
We confirmed that the crystallinity of MoS2 thin films varies greatly depending on the synthesis method. It was confirmed that the change in the crystal structure greatly affects the adsorption and desorption of water vapor. In this research, we confirmed that the problem with MoS2 humidity sensors and respiration sensors, which made it difficult to secure a fast response speed, was caused by the crystal structure.
3. Results and Discussion
First, the responses of the TFT-based humidity sensors fabricated using the MoS2 thin film synthesized via the hydrothermal and CVD synthesis methods were compared. For comparison, the humidity in the range of approximately 40–60% was measured using a commercial capacitance-type sensor (TR-72WB). Because a capacitor-type sensor was used as a reference to measure the humidity variation, it was difficult to change the humidity quickly.
As shown in
Figure 3, the currents in both sensors increased with increasing humidity. Generally, when water vapors are adsorbed, superoxides (O
2−) dominate the dissociation of water molecules at room temperature. The resulting OH
− is chemically adsorbed onto MoS
2, serving as an electron donor and increasing the conductivity of the n-type MoS
2 semiconductor, leading to an increase in the current [
26,
27]. The sensor using hydrothermally synthesized MoS
2 exhibited a fast response to water vapor absorption but a slow recovery time, as shown in
Figure 3a. Although the fabricated sensor showed a relatively faster recovery rate compared to the commercial sensor, it was not able to achieve a sufficiently high recovery rate to observe breathing. Similar results have been reported previously [
23]. To evaluate the applicability of MoS
2 as a respiration sensor, it is essential to determine whether the problem lies in the moisture absorption of the MoS
2 film itself or if there are other external factors at work.
The current response of the humidity sensor fabricated using MoS
2 synthesized via CVD, as compared to that fabricated with hydrothermally synthesized MoS
2, increased as the humidity increased from 40% to 55%. As shown in
Figure 3b, the sensor fabricated using MoS
2 synthesized via CVD exhibited much faster response and recovery rates than the conventional sensor fabricated using hydrothermally synthesized MoS
2. This indicates that the fabricated sensor was highly sensitive to changes in humidity. However, these results differ from those of previously reported studies on sensors with a slow recovery time [
23]. Therefore, the differences in the response and recovery rates between humidity sensors fabricated using MoS
2 synthesized via CVD and those fabricated hydrothermal method were examined.
In the hydrothermal method, the mechanism underlying the formation of MoS
2 is associated with the anion exchange and reduction reactions described by the following equations [
28]:
At first, CH3CSNH2 is decomposed to produce S2− anions through the hydrolyzation steps. Then, MoS2 (intermediate) is formed through a direct anion exchange reaction between the O2− anion of MoO3 and S2− anions of sulfur. Finally, MoS3 is reduced to the 1T and 2H phases of MoS2 as the final product.
In the CVD method, the mechanism underlying the formation of MoS
2 can be described by the following equations [
29]:
The growth of the continuous MoS2 thin films includes three major steps:
- (1)
The reaction of Mo and S to form the MoS2 nuclei on the surface;
- (2)
MoS2 growth on the substrate, which is controlled by kinetic factors (e.g., temperature, pressure, and the growth time);
- (3)
The coalescence of adjacent MoS2 domains that merge into a continuous film.
In general, since CVD is synthesized at a high temperature of 500 degrees or more, it is common to obtain a 2H crystal structure.
Thus, we believe that there are differences in the crystal phase of MoS
2 depending on the synthesis method. We attempted to analyze the differences in the crystal phase and their effect on the humidity response. First, we analyzed the crystal characteristics of films grown using different growth methods.
Figure 4a,b shows the optical microscopy and SEM images of the hydrothermally synthesized MoS
2. As shown in
Figure 4, the hydrothermally synthesized MoS
2 formed a thin film with micro-sized particles dispersed in a plane. In contrast, the optical microscopy (
Figure 4d) and SEM images (
Figure 4e) of the MoS
2 synthesized via CVD show that the MoS
2 grew well into a thin, nanometer-thick film in the patterned area. Although the shapes of thew MoS
2 synthesized via the two methods were different, Raman analysis confirmed that the MoS
2 thin film was well-formed. As shown in
Figure 4c,f, E
12g and A
1g, which are the characteristic peaks of MoS
2, occurred in both samples. This shows that the MoS
2 thin films were well-formed using both synthesis methods. The E
12g mode is the horizontal vibration peak of Mo and S, whereas the A
1g mode is the vertical vibration peak of sulfur. As the thickness increased, the E
12g peak shifted to a lower frequency because of the van der Waals forces between the layers, which caused the vibration direction to be perpendicular to the bonding force, whereas the A
1g peak shifted to a higher frequency because the vibration direction was consistent with the bonding force. The layer number of MoS
2 can be predicted from the interval between the E
12g and A
1g peaks. A narrow peak interval indicates single-layer MoS
2, which shows a peak interval of approximately 21 cm
−1. A wider peak interval indicates bulk MoS
2. As shown in
Figure 4, Raman analysis of the MoS
2 grown via the sequential synthesis and CVD methods showed that the MoS
2 grown using the hydrothermal method had an E
12g mode of approximately 382.1 cm
−1 and an A
1g mode of approximately 408.3 cm
−1, with a peak interval of approximately 26 cm
−1, indicating that the MoS
2 grew with a thickness of three or more layers. In contrast, the Raman analysis results of the MoS
2 grown using the CVD method showed an E
12g mode at approximately 384 cm
−1 and an A
1g mode at approximately 405 cm
−1, with a peak interval of 21 cm
−1, indicating that the MoS
2 grew with a thickness between that of the monolayer and bilayer. Although variations in the desorption and absorption of water vapor might exist due to differences in thickness, we focused on different points.
As shown in
Figure 4c,f, a unique peak occurred at ~200 cm
−1 in the hydrothermally synthesized sample among the MoS
2 thin films grown using the two growth methods. This change in the Raman peak is due to the structural change in the material itself, and it has a shape that matches that of the 1T-phase molybdenum disulfide [
30]. In the hydrothermal method, the 2H structure is destabilized by a second solvent-thermal reaction during sequential synthesis, and to improve the stability, to a certain extent, it is transformed into a 1T structure. Therefore, the optimal structure in which the 2H and 1T phases coexisted is ultimately formed [
31]. Consequently, the hydrothermally synthesized MoS
2 develops a 1T@2H structure, and the CVD-synthesized MoS
2 develops a 2H structure. Cao reported that the crystal phase is important for the gas-sensing performance [
25]. The binding energies of 1T MoS
2 and 2H MoS
2 are different, as observed via DFT modeling, which causes the adsorption rate, sensitivity, and desorption rate of the gas to change. Therefore, the improved sensitivity of the humidity sensor fabricated using CVD-synthesized MoS
2 can be attributed to its 2H crystal phase. In addition, the rate and strength of the adsorption and desorption of water can vary depending on the crystal phase change.
For further verification, XPS (X-ray photoelectroscopy) was used to analyze different phase compositions of MoS
2.
Figure 5 shows the Mo 3d and S 2p peaks of the XPS spectra of the CVD and hydrothermally synthesized MoS
2. For the CVD-synthesized MoS
2, two distinct peaks are found at 232.6 eV and 229.4 eV, corresponding to 3d
3/2 and 3d
5/2 of Mo
4+, thus indicating the presence of the 2H phase in MoS
2. Additionally, the weak peak at 226.5 eV is the S 2s of MoS
2. The new peaks that appear at around 235.5 eV for Mo 3d and 169 eV for S 2p regions can be attributed to the partial oxidation of unsaturated Mo and S atoms in the air. These results indicate that the 2H structure of MoS
2 was successfully synthesized with the CVD method.
As shown in
Figure 5a, for the hydrothermally synthesized sample, the 3d
3/2 and 3d
5/2 peaks are shown to be 231.4 and 228.4 eV, respectively. These values are lower than those of the Mo
4+ peak of the 2H MoS
2. Hydrothermal synthesis generates more S defects than 2H crystal MoS
2. Additionally, it can be seen that the S 2s peak is lower than the 3d
3/2 and 3d
5/2 peaks. In addition, in the case of the S peak, the S 2P peak also shows that the binding energy of the hydrothermally synthesized MoS
2 is smaller than that of the CVD-synthesized MoS
2. It can be seen that the half-width value is large for the hydrothermally synthesized MoS
2. This indirectly indicates that a thin film with many defects, such as S defects, was formed. These defects impede the bonding of Mo and S ions, thus lowering the bonding energy. These results are consistent with the previously reported results. In addition, the results are consistent with the results of the prior to Raman analysis.
The fabrication of a respiratory sensor using MoS
2 grown via the hydrothermal method was challenging owing to the desorption of the synthesized MoS
2 because of the slow response. A respiration sensor using a hydrothermally synthesized MoS
2 thin film has a response time of several tens of seconds, making it impossible to obtain a quick response. Therefore, a respiration sensor was fabricated using only MoS
2 synthesized via CVD. A humidity sensor was installed on the mask, as shown in
Figure 6, to measure the response to respiration, and tests were carried out under various conditions. To determine whether the sensor responded sensitively to changes in humidity, the current response was examined as the humidity increased in various humidity environments. For the experiment on the humidity change, the manufactured sensor was loaded into a commercial humidity chamber, and the current was measured while changing the humidity. In order to observe the resistance change of the MoS
2 thin film placed between the two electrodes, the current response was analyzed while the voltage was varied from 0 to 5 V. As the relative humidity increased to 45–75%, the current significantly, linearly increased, indicating that it had the tendency to respond sensitively to changes in the amount of water vapor emitted during respiration. During the respiration analysis, the voltage was set at a constant value of 5 V, while the change in the current over time was observed. To monitor the reactivity of the sensor with respect to the distance between the nose and the sensor, measurements were repeatedly performed at distances of 3, 5, and 10 cm. The current value decreased as the distance increased; however, the respiratory response was maintained. In addition, the responses to each distance exhibited almost identical current changes, demonstrating excellent responsiveness. When measuring normal and rapid breathing, the sensor efficiently followed rapid changes in the breathing rate, and the response and recovery times of the sensor were measured to be approximately 0.4 s. This speed is sufficient to measure the respiration rate of humans.
The results of this study, indeed, confirm that the crystal structure plays a significant role in enhancing the reaction rate for the absorption and desorption of water vapor and respiration reactions. To achieve a more precise analysis, it is necessary to perform DFT modeling specifically focused on the mechanisms of water vapor adsorption and desorption while considering the crystal structure. It is also necessary to analyze the crystallinity, doping, and defects of the MoS2 thin film. By identifying the exact mechanism through future research, it will become possible to manufacture a MoS2-based respiration sensor with an optimal reaction speed.