A gradual increase in the undesirable and hazardous noise level has perplexed our living and working environment; therefore, noise reduction is a very important issue (
22). One of the methods to control sound and vibration involves the use of materials with a high damping capacity at a certain temperature and in a frequency range. In most cases, these materials should have a high mechanical resistance and good thermal stability (
23).
As seen in our research, FTIR test showed the formation of the characteristic NH bond in the wave number between 3100 and 3300 cm-1, the removal of the characteristic poly-tetrahydrofuran -OH band (PTMG) at 3480 cm
-1, and no characteristic absorption band of N=C=O at 2235 cm
-1, confirming the full PU reaction and interpenetration of PMMA with PU prepolymer (
11). The disappearance of these bands approves the completion of curing reactions by the polymerization of PU and PMMA components and hence, the formation of the desired IPN grades. The results of this study are consistent with those obtained by Moradi et al. (
15).
The ability of elastomers to absorb acoustic and mechanical energy is demonstrated by their dynamic viscoelastic properties. The semi-compatible morphology of elastomers and broader glass transmission temperature ranges are the desirable features in the application of sound absorbing materials.
The storage modulus (E’) predicts the phase continuity and phase inversion of a polymer composition at a certain temperature (
24). The distinct and narrow peak of loss factor (tan δ) indicates a high inter-compatibility between two phases. Two distinct peaks with the lower tan δ (inter-transition) show a large phase separation (
24,
25). In addition, two separated peaks with the same altitude for tan δ may indicate a phase continuity or a phase inversion (
24,
25).
Dynamic mechanical analysis is a useful assay for determining the loss and elastic modulus of polymers and IPNs as a function of temperature, frequency, or time (
26). Generally, materials that have a large and high loss factor can be used as a dampening agent. tan δ is the ratio of energy dissipation in the heat to the maximum stored energy in the sample, which is defined as the loss modulus (E’’) on the storage module (E’), (i.e., tan δ = E’’/E’) (
26). Often, the polymeric materials that have a tan δ of higher than 0.3 in a given temperature range are used as standard materials for evaluating damping capacity (
19).
Figure 3A shows that the 65/35 IPN had a higher storage modulus than the other prepared IPNs. This higher storage modulus can be attributed to an increase in the PMMA component in this synthetic IPN. It can be concluded that increasing PMMA content in the IPN results in an increase in the polymeric strength (
7). This may be a reason for increasing the storage modulus of 65/35 IPN relative to the other two synthetic IPNs (i.e., 75/25 and 85/15 IPNs). Studied indicate that the increase of modulus is related to the interaction and/or interpenetration of the phases.
Figure 3B shows the formation of IPN with PU and PMMA causes the maximum tan δ to be shifted to the room temperature. This effect is due to the permeability of the two polymers because of a semi-incompatible morphology. The internal movement and transmission width for PU and PMMA polymer components and the creation of a semi-membrane structure represent the formation of an IPN system.
According to
Figure 3B, the reason for the decrease in tan δ is a consistent glass polymer, i.e. PMMA, which prevents semi-crosslinking from moving to the part of the chain by causing a decrease in the tan δ peak value. The Tg change to higher temperatures indicates the permeability of the phases in the IPN system. The results are consistent with those of Kong and colleagues (
27).
In this study, damping in IPNs and its basic components was studied. The comparison of the PU and PMMA curves with the synthetic IPNs showed a semi-compatible morphology through the extension of tan δ and the presence of two distinct transition peaks. In addition, it can be seen the presence of PMMA as a hard phase caused a shift in Tg at higher temperatures. This status is favorable for a successful sound and vibration absorber (
27). The results of this study are consistent with those obtained by Klempner et al. (
20).
Whereas the pure PU tends to peak sharply at a narrow temperature range, all IPNs, especially at a composition of 75/25, showed somewhat high damping within the temperature range. It can be concluded that by forming the IPN composite, the glass transition temperature (the peak curve of the loss factor as Tg) is shifted to higher temperatures and the temperature range of the damping (temperature range with > 0.3 tan δ) is broader, thus the PU/PMMA IPN improves the damping properties. In addition, with an increase in PMMA, the attenuation (temperature range with > 0.3 tan δ) increased in a specific temperature range in the PU/PMMA IPNs composites. tan δ graph as a function of temperature for polyurethane-methyl methacrylate IPN showed that among different mass ratios of IPNs, the 75/25 IPN shows increased damping as the extensive tan δ content in the temperature range of -24 to 11°C, which can be a good sign of attenuation for sound and vibration adsorption applications. This may be due to the continuous phase morphology and a better permeability for this mass ratio of PU/PMMA IPN.
In accordance with the concept of acoustic reduction, the absorption coefficient refers to the fraction of the sound wave that may be observed when the sound wave hits the specimen and varies from 0 (no reduction) to 1 (100% reduction). The absorption coefficient of PU is relatively less than that of synthetic IPNs, and as stated in the previous sections, the sample damping properties are better in an IPN state than in pure PU specimens. As shown in
Figure 4, the 75/25 IPN showed a significant increase in the absorption coefficient compared to the other two IPNs. This is in accordance with the results obtained from the DMA test. It is likely that by increasing the PMMA ratio, the resonance frequency will be pulled to the lower frequencies. It seems to be due to the friction between the rubbery and glass phases depending on the morphology.
As shown in
Figure 5, the PU/PMMA structure of the IPN is completely different from the structure of PMMA and the PMMA permeability is clearly shown in the PU network.
5.1. Conclusion
In the present study, the IPN networks of PU and PMMA were prepared by using the sequential polymerization process with different ratios of PU/PMMA (85/15, 75/25, and 65/35). SEM results showed the two-phase morphology in the IPN system and revealed the uniform distribution of the second phase (PMMA) to the first phase (PU). The comparison of the curves of synthetic IPNs with PU and PMMA curves showed a semi-compatible morphology through the extension of tan δ and the presence of two distinct transition peaks. The results of the absorption coefficient indicated that due to the formation of IPN, the performance of the substance at a certain frequency would be reactive or exacerbated. It is likely that by increasing the PMMA ratio, the resonance frequency will shift to the lower frequencies. With the formation of IPN composites, effective damping is expanded which improves the sound absorption properties. By varying the composition of IPN and adjusting the molar ratio of PU to PMMA in the IPN composite, it is possible to design a sound-damping material by considering other engineering properties such as damping and tensile strength.