Synthesis and characterization of St-SA-PAA gel
Figure 2a exhibits the synthesis mechanism of St-SA-PAA gel. Firstly, St-SA-PAA hydrogel was prepared from starch, sodium alginate and AA(Na) in aqueous solution by APS thermal initiation and MBA cross-linking polymerization, and then St-SA-PAA dried gel was obtained by further freeze-drying. Among them, the typical dual network structure was constructed by the stable chemical cross-linking and hydrogen bonding interaction among SA, starch polysaccharide chains and polyacrylic acid molecular chain. The chemical structure and crystal characteristic of St-SA-PAA gel were analyzed by FTIR and XRD, as shown in Fig. 2b-c. It can be seen that on the FTIR spectrum of starch, the strong broad absorption peak at 3297 cm− 1 was due to the stretching vibration of O-H, and the characteristic absorption peaks at 1152 cm− 1, 1073 cm− 1, and 994 cm− 1 were C-O-C groups (Lin et al. 2021). As well as, on the FTIR spectrum of SA, the absorption peaks at 3276 cm− 1, 1592 cm− 1, and 1409 cm− 1 were attributed to the -OH stretching vibration, the asymmetric and symmetric stretching vibration peaks of the -COO−, respectively (Arafa et al, 2022). Compared with the starch and SA, in addition to the characteristic peaks of starch and SA, the characteristic absorption peaks at 1545 cm− 1, 1447 cm− 1, 1698 cm− 1, and 2933 cm− 1 were significantly enhanced on the FTIR spectrum of St-SA-PAA. This is because the abundant N-H, C-N, C = O, and -CH2 groups were provided through graft cross-linking polymerization. Furthermore, for St-SA-PAA, the peak at 3391 cm− 1 belonged to -OH was weakened due to the graft cross-linking reactions mainly occurred on the -OH group. These changes provided evidences for the graft cross-linking polymerization among starch, SA, and AA.
Figure 2c shows the XRD patterns of starch, SA and St-SA-PAA. It can be found that the characteristic diffraction peaks appeared at 2θ = 15°, 17°, 18° and 23° on the XRD pattern of starch, and the diffraction peaks of SA appeared at 2θ = 13° and 21°. However, on the XRD pattern of St-SA-PAA, no characteristic diffraction peaks of starch and SA were observed, and a wide diffraction peak at 2θ = 19° was appeared, which may be due to the destruction of the crystal structure of starch and SA by graft cross-linking. According to Jade software, the crystallinity of starch, SA, and St-SA-PAA were 75.36%, 31.77%, and 47.19%, respectively (Fig. S1). The reduction of crystallinity is conducive to the permeation and transfer of water molecules in the microstructure of St-SA-PAA gel.
Figure 2d-k display the cross-sectional SEM morphologies of St-PAA, SA-PAA, and St-SA-PAA hydrogels in freeze-dried state. As can be seen all dried gels present interconnected random flake and porous honeycomb structures, which is related to the sublimation of ice crystal during freeze-drying. In the process of ice crystal sublimation, the continuous porous channels are formed in the macromolecular skeleton, and the intramolecular and intermolecular hydrogen bonding interactions make macromolecules aggregate to form sheet aggregates. From the microstructure of St-PAA dried gel, it can be observed that the pore size of St-PAA dried gel ranged from 45 ~ 99 µm, but the enlarged image showed that the network structure lacked three-dimensional support (Fig. 2d-e). However, in the microstructure of SA-PAA dried gel, a large number of random entangled sheet structure appeared with smaller pore size (Fig. 2f-g). Compared with the microstructures of St-PAA and SA-PAA dried gels, St-SA-PAA-3 and St-SA-PAA-5 exhibited a distinct three-dimensional network porous structure (Fig. 2h-k). It may be caused by the synergistic effect of chemical cross-linking and hydrogen bonding among multi-component structures. From their high magnification, the St-SA-PAA-3 dried gel presents a larger pore size of 34 ~ 114 µ m and thick pore wall (Fig. 2i), which are beneficial to enhance the liquid absorption capacity and improve the swelling firmness of the network structure after liquid absorption.
Swelling behavior of St-SA-PAA gel and super-absorbent fabric
The swelling behavior of St-PAA, SA-PAA, and St-SA-PAA dried gel in different solutions was studied, as shown in Table 1. The absorption capacity of St-PAA dried gel to deionized water, normal saline (0.9 wt%), and synthetic urine was 258 g/g, 41 g/g, and 30 g/g, respectively. Moreover, the corresponding absorption capacity of SA-PAA dried gel was 362 g/g, 45 g/g, and 34 g/g, respectively. Compared with St-PAA and SA-PAA, St-SA-PAA showed higher liquid absorption capacity, with the absorption capacity of deionized water, normal saline and synthetic urine of 254 ~ 788 g/g, 39 ~ 55 g/g and 25 ~ 41 g/g, respectively. It shows that the synergistic effect of starch and SA can effectively improve the liquid absorption capacity of dried gel. This is because the abundant hydrophilic -OH and -COOH in the structure of starch and SA, as well as the three-dimensional macroporous dual network microstructure produced during the formation of gel, the synergistic effects improved the liquid absorption capacity of dried gel. From Fig. 3a, it can be seen that all initial samples have the same size, and the morphogenesis increases significantly after reaching the swelling equilibrium, especially for the absorption capacity of deionized water. This is mainly because the Na+, Ca2+, Mg2+ in normal saline and synthetic urine shield the hydrophilic anions -COO− in the polymer systems, which weakens the internal electrostatic repulsion force of St-SA-PAA dried gel after water absorption and reduces the expansion degree between molecular chains. In addition, the gels exhibited lower internal and external osmotic pressure during liquid absorption in normal saline and synthetic urine, resulting in a lower equilibrium swelling ratio (Wei et al. 2021). At the same time, it can be clearly observed that St-SA-PAA sample exhibited the phenomenon of partial gel breaking and poor mechanical strength (the dotted line in the figure indicates the position), after reaching the water absorption and swelling equilibrium. Figure 3b-c shows the swelling rate curve of St-SA-PAA-3 dried gel in different solutions. As can be seen that the time required for St-SA-PAA-3 to absorb 100 g of deionized water, 30 g of normal saline, and 30 g of synthetic urine is 35 min, 60 min, and 60 min respectively, and the calculated average absorption rate is only 0.5–2.8 g/min. This is because the high cross-linking density of gel tends to block the gel after water absorption, which hinders the water transmission channel and leads to slow water absorption rate.
St-SA-PAA is difficult to satisfy practical application requirements due to the slow water absorption rate and poor mechanical strength. Benefiting from the capillary and supporting effect of fabric matrix, the problems of slow water absorption rate and insufficient mechanical strength could be improved by loading gel into flexible fabric with porous structure. We impregnated the polyester fabric hydrolyzed in alkali into starch, SA and AA(Na) solution, and under the action of initiator APS and crosslinker MBA, the super-absorbent fabric-based gel was obtained by in-situ deposition polymerization on the fabric surface by graft cross-linking and freeze-drying strategy. Among them, SA, starch polysaccharide chain and polyacrylic acid molecular chain are covalently connected to polyester fiber through C-O to form a stable interface chemical bond. Besides, there is non-covalent hydrogen bonding interaction among polyester fiber, starch and SA macromolecular chain (Fig. 4a).
The interaction and microstructure between St-SA-PAA and polyester fiber were analyzed by FTIR and SEM, as shown in Fig. 4b-f. On the FTIR spectrum of alkali-treated polyester fiber, a weak characteristic peak of -COO− appeared at 1502 cm− 1, which provided active sites for chemical bonding and physical loading of super-absorbent polymers (Fig. 4b). The characteristic peaks of polyester fiber and St-SA-PAA appeared on the FTIR spectrum of fabric-based gel, and the characteristic peak of C = O at 1698 cm− 1 enhanced, while the characteristic peak of -OH at 3391 cm− 1 had shift change compared with that of St-SA-PAA. The results demonstrated there was an interaction between St-SA-PAA and polyeste fiber. The micro-morphology of polyester, alkali-treated fabric, and fabric-based gel were observed by SEM. It can be seen that the surface of polyester fiber was smooth, while a large number of grooves appeared on the surface of alkali-treated fiber, which can provide loading space for polymer (Fig. 4c-d). From the surface of fabric-based gel (Fig. 4e), a large number of polymers were attached to the fiber surface, which still presented the reticular continuous pore structure of St-SA-PAA gel, with pore sizes ranging from 30 to 91 µm. It could provide space for absorption and storage of water molecules. Further, St-SA-PAA is closely combined with the fiber matrix, indicating that it has a good deposition effect. From the cross-section of fabric-based gel (Fig. 4f), it can be seen that the polymer ran through the loose and disordered fiber layer, which played a supporting role for the network expansion of gel, and could effectively improve the poor mechanical property of gel after water absorption. As shown in Fig. 4g, the tensile breaking strength of fabric-based gel could reach 155 N, which is far greater than that of fabric itself, so it could satisfy the practical application requirements as super-absorbent material.
Figure 5a illustrates the swelling behavior of fabric-based gel formed by in-situ deposition polymerization of St-SA-PAA-3 reaction solution onto the surface of alkali-treated polyester fiber (concentration 2.5%) under different bath ratios. It can be seen that with the increase of the bath ratio of polymerization reaction solution, the swelling rate (SR, g/g) of fabric-based gel increased first and then decreased. This is because the increase of polymerization reaction solution made more St-SA-PAA macroporous gel in situ polymerization on the surface of the fiber, thus improved the liquid absorption capacity. However, too high bath ratio increased the aggregation degree of gel on the fiber surface, the cross-linking density became higher, and the pore size of gel became smaller, resulting in a decreasing trend of liquid absorption. The illustration in Fig. 5a showed that the fabric-based gel obtained with a bath ratio of 1:30 exhibited a high hardness and cannot be bent; When the bath ratio is 1:25, the obtained fabric-based gel presented a soft appearance, and SR of deionized water could reach 189 g/g. It meant that the softness and water absorption of super-absorbent fabric can be adjusted by changing the bath ratio and the amount of gel deposition on the fiber surface.
Considering that the concentration of alkali hydrolysis has a significant difference on the degree of grooves for the surface of polyester fiber, which affects the distribution of polymer on the fiber surface and the ability of liquid absorption. We tested the SR of the super-absorbent fabric-based gel prepared when the alkali concentration was 5, 7.5, and 10%, respectively, as shown in Fig. 5b. It was found that when the bath ratio was 1:25 and the alkali concentration was 7.5%, super-absorbent fabric with SR of 343 g/g could be obtained, which exceeded the reported water absorption capacity of commercial super-absorbent fibers, super-absorbent poly (arylene ether ketone) fibers and super-absorbent cellulose nanofibers (Fig. 5c) ( Liu et al. 2015, Petroudy et al. 2021). But the SR of super-absorbent fabric in this work to normal saline and synthetic urine was only 36 g/g and 30 g/g. Compared with the liquid absorption rate of St-SA-PAA-3 gel, the corresponding super-absorbent fabric formed showed a faster liquid absorption rate when absorbing the same quality of deionized water, normal saline and synthetic urine, especially when absorbing 100 g of deionized water, it could increase the water absorption rate of St-SA-PAA-3 gel from 2.8 g/min to 10 g / min (Fig. 5d). As can be seen from their water contact angle (Fig. 5e), the fabric-based gel presented a lower water contact angle of 14°. It implied the porous fabric matrix had a significant contribution to improve the water absorption rate of St-SA-PAA gel. This was mainly because the large specific surface area of polyester fiber reduced the cross-linking density of gel, which prevented gel from blocking after water absorption. At the same time, the capillary action of the fiber accelerated the water absorption rate of the fabric-based gel. Table 2 shows that the crosslink density (vc*) of St-SA-PAA gel was decreased from 0.312 to 0.181 mol/L when it was in situ polymerized onto the fiber. In the future work, we will continue to explore new ways to further improve the liquid absorption rate of super-absorbent fabrics from the perspective of cross-linking density.
Table 2
Physical parameters of St-SA-PAA-3 dried gel and its corresponding super-absorbent fabric.
Samples | ρp (g/cm3) | ʋ2s | ʋ 2r | ʋ*c (mol/L) | Compressive strength (kPa) |
St-SA-PAA-3 | 0.30 | 0.0043 | 229.52 | 0.312 | 71.4 |
Super-absorbent fabric | 0.45 | 0.0065 | 197.09 | 0.181 | 260.5 |
Figure 5f shows that the initial sample size of all super-absorbent fabric-based gels is the same. After reaching the swelling equilibrium, the appearances increased significantly, especially in deionized water, and the fabric has isotropic characteristic after water absorption. In addition, no liquid was escaped from the fabric-based St-SA-PAA gels after reaching the swelling equilibrium under the pressure of 100 g weight (Fig. 5g), showing excellent water storage capacity and mechanical properties. Considering the trade-off between softness and water absorption capability, in this work, the super-absorbent fabric-based gel was prepared by in-situ polymerization of St-SA-PAA-3 reaction solution onto the alkali treated (concentration 7.5%) polyester fiber surface with the bath ratio of 1:25. However, the super-absorbent fabric prepared in this work showed low absorption capacity of normal saline and synthetic urine, which was less than 100 g/g. In the future work, we will explore the methods to improve the absorption capacity of super-absorbent fabric to electrolyte solution from the perspective of electrostatic effect.
Based on the ultra-light, soft, super-absorbent, high water retention, and isotropic characteristics of the super-absorbent fabric, it can be used as the liquid absorption and reservoir layer of medical protective suits by laminating composite (Fig. 5h). For the medical staff who work for a long time, the super-absorbent fabric can quickly absorb and store sweat. At the same time, the surface temperature of the human body could be effectively reduced after the sweat is absorbed, achieving the effect of damp heat management, which provide a lasting comfortable micro-environment for medical staff. Otherwise, the super-absorbent fabrics have potential applications in the fields of soil moisture preservation (such as crop growth in arid areas), sanitary products (such as disposable diapers), and oil-water separation due to its strong water absorption and storage capacity.
Swelling dynamics mechanism of super-absorbent fabric
To verify the swelling behavior of super-absorbent fabric on liquid, the swelling kinetics of fabric-based gel prepared in this work on deionized water and normal saline was studied, as shown in Fig. 6. The super-absorbent material will swell When the liquid diffuses into its interior, and the swelling process conforms to Fickian or non-Fickian swelling mechanisms, which are usually investigated by formula (1) ( Chen, Ni, Shen, Xiang, & Xu, 2020):
$$\text{F=}\frac{{\text{Q}}_{\text{t}}}{{\text{Q}}_{\text{e}}}{\text{=Kt}}^{\text{n}}$$
1
Where F represents the swelling ratio, Qt and Qe represent the SR at time t and equilibrium, respectively (g/g); t means the swelling time, K means the characteristic constant, and n is the diffusion index.
According to the limit of n, three theoretical models can be assumed: (1) n < 0.5, Fickian diffusion; (2) 0.5 < n < 1, non-Fickian diffusion; (3) n > 1, macromolecular chain relaxation diffusion process. According to formula (1), the fitting curve of fabric-based gel to deionized water and normal saline was drawn, as shown in Fig. 6a-b. It could be found that the diffusion index n of deionized water and normal saline of fabric-based gel was 0.19217 and 0.01717, respectively, which were less than 0.5, indicating that the diffusion behavior of liquid in fabric-based gel conformed to Fickian mechanism.
The swelling process of super-absorbent material is usually divided into two stages: the initial phase of rapid diffusion of solvent molecules into the pores of polymer networks and the subsequent stage of slow slackness and water absorption of polymer chains. The quasi first-order and second-order kinetic models were used to fit the experimental data to study the swelling behavior of fabric-based gel in deionized water and normal saline. The formulas are as follows:
The quasi first-order kinetic model:
\(\text{ ln}({\text{Q}}_{\text{e}}\text{-}{\text{Q}}_{\text{t}})\text{=ln}{\text{Q}}_{\text{e}}\text{-}{\text{k}}_{\text{a}}\) t (2)
The quasi second-order kinetic model:
$$\frac{\text{t}}{{\text{Q}}_{\text{t}}}\text{=}\frac{\text{1}}{{\text{k}}_{\text{b}}{\text{Q}}_{\text{e}}^{\text{2}}}\text{+}\frac{\text{t}}{{\text{Q}}_{\text{e}}}$$
3
Where the ka and kb are represent rate constant.
The swelling kinetics fitting curves are fitted according to the quasi first-order and second-order kinetic models, as shown in Fig. 6c-f. Figure 6c-d are the first-order kinetic fitting curves of fabric-based gel swollen in deionized water and normal saline. According to the first-order kinetic Eq. (2), the theoretical absorption of deionized water and normal saline by fabric-based gel are 297.6 g/g and 32.2g/g, respectively, while the linear correlation in the fitting curve of normal saline absorption was poor (R2 = 0.70471). Figures 6e-f are the second-order kinetic fitting curves of fabric-based gel swollen in deionized water and normal saline. According to the second-order kinetic Eq. (3), the theoretical absorption of deionized water and normal saline by fabric-based gel were 281.7 g/g and 34.0 g/g, respectively, which were close to the actual absorption rate, and R2 was greater than 0.9, showing a good linear correlation. Therefore, the swelling process of fabric-based gel generally conformed to the second-order kinetic model.