3.1. Mechanical Properties
The influence of fillers on the mechanical properties of a composite is determined by their size, shape, and nature of the interaction with the matrix [
30]. The deactivation process of CAS presented in Marian and Vergani [
1,
2] radically changes the mineralogy by transforming the asbestos fibres into a mixture of glass and micro-to-nano particles of Ca-Mg-Al silicates. In principle, the mechanical properties of composites made with this new material are not related with asbestos and should be tested extensively.
Figure 2 and
Figure 3 show the variation occurring in the compressive, uniaxial tensile, and flexural strengths of the composites as functions of the DCAP filler content.
The DCAP-bearing PF samples show quite similar compressive stress–strain curves compared to the PF0, apart from sample PF2, which shows higher strain values under same stress conditions (
Figure 2A and
Figure 3A), i.e., lower elasticity and higher plastic deformation. In fact, PF2 displays an increase in mean strain value (up to ~60%) compared to other samples (35–50%), followed by a decrease in Young modulus (~143 MPa vs. 574–840 MPa in the other samples;
Figure 3A,
Table 3). Excluding the PF2 sample, we observe a slight decrease in compressive strength, Young modulus, and strain going from sample PF0 to samples PF5 and PF10.
The anomalous behaviour of the PF2 sample can also be tracked on the tensile and flexural tests, where the PF2 sample shows a completely different stress/force–strain curve (
Figure 2C,E). In comparison to the PF0 sample, the mean tensile strength and Young modulus of the PF2 sample are much lower (~9 vs. 21.6 MPa and 256 vs. 614 MPa, respectively), whereas the elongation is much higher (~34 vs. ~5%) (
Figure 3C,
Table 3). Similarly, the flexural strength and Young modulus of the PF2 sample are, respectively 18 MPa and ~489 MPa vs. ~39 MPa and ~1329 MPa for the PF0 sample (
Figure 3E,
Table 3). As for the compression test, in both tensile and flexural tests we observe a slight decrease in tensile/flexural strength and Young modulus going from sample PF0 to samples PF5 and PF10.
Therefore, the increase in DCAP in the PF samples tends to slightly worsen the mechanical properties. However, their decrease can be considered acceptable especially considering the large amount of inorganic filler (DCAP + barite) mixed with the resin. A decrease in the properties of polymers are also not surprising when they are mixed with particles with low specific surface area, as is the case of DCAP − being composed by particles/aggregates up to 80 µm (
Figure 1). Generally, an improvement of the mechanical properties of resins is recorded in the presence of small particles, while too large particles (~100 µm) promote failures at the filler–resin contact and wear reduction [
31,
32]. The potential economic benefit arising from the use of minor quantity of resin per unit volume must be also considered, due to the addition of lower-cost inorganic material in the mixture.
The anomalous behaviour of PF2 was initially considered to be due to a problem during the sample preparation. Then, we reconsidered this hypothesis after the preparation of a new sample that showed similar results. It seems that the addition of 2 wt% of DCAP to a resin already containing 38 wt% of barite builds up a critical filler concentration that dramatically affects the mechanical properties of the resin. A similar phenomenon was observed by [
33] on talc-bearing poly(lactic acid), describing a decrease in viscosity for low talc concentration (1 wt%), i.e., “lubricant effect”, while showing an increase in viscosity with talc concentrations up to 7 wt%. However, the inorganic loads involved in the two compared cases are significantly different (1 wt% vs. 40 wt%), therefore excluding that a lubricant effect could be the cause of the observed behaviour, which remains unexplained.
The mechanical tests on PT samples generally show more consistent stress–strain curves as function of increasing DCAP fraction (
Figure 2), albeit with a large variability of Young modulus and deformation values in each measurement (
Figure 3). In the compressive test, the DCAP-bearing PT samples show quite similar stress–strain curves and are comparable with PT0 (
Figure 2B). The PT20 sample, however, displays slightly higher stiffness, i.e., higher stress values are required to obtain the same strain (
Figure 2B). We observe an increase in the compressive strength from 67 MPa (PT0) to ~83.5 MPa (PT20), and then a return to a mean value of 67 MPa for sample PT30 (
Table 4). Further, we observe a slight decrease in the Young modulus from ~1465 MPa (PT0) to ~1360 MPa (PT30), with a consequent increase in the mean deformation value from 28% to ~35% (
Figure 3B,
Table 4).
In the tensile test, PT samples retain the same stress–strain trends regarding the DCAP content (
Figure 2D), but show a progressive reduction in both mean values of tensile strength (from ~52 to ~42 MPa) and elongation (from 5.8 to 3.9%) and an increase in the mean value of Young modulus (from ~775 to ~840 MPa) with increasing the DCAP content (
Figure 3D), even though the maximum value is reported for PT20 (
Table 4). However, the general trend is that the progressive addition of DCAP leads to a decrease in both tensile strength and elongation, with a relative increase in Young modulus.
In the flexural test, we observe a progressive decrease in the flexural strength with increasing DCAP content (from 74.6 to ~50 MPa), in contrast with the Young modulus that shows a sawtooth pattern, with the maximum value recorded for the sample PT20 (
Figure 2F and
Figure 3F and
Table 4).
PT samples display a general decrease in the tensile and flexural strength with increasing DCAP content, whereas the compressive strength remains constant or slightly increases. This behaviour could be explained by the weak cohesive forces between the inorganic filler and the polymer, since the particles–resin boundaries can act as cracking sites. The frequency of this phenomenon is proportional to the filler content.
Figure 4 and
Table 5 show the variation in the mean Shore hardness values for the PF and PT samples with increasing DCAP content. Among the PF samples, PF2 still shows the anomalous behaviour observed above, with a lower mean value (66) than the average 76–78 value of all the other samples (
Figure 4). This suggests that, with the exception of PF2, the addition of DCAP in the PF resin does not substantially affect the hardness of the compound, which is probably mainly affected by pre-existing inorganic fillers (i.e., barite). PT samples, instead, show a progressive increase in the Shore hardness with increasing DCAP content, from ~62 for the PT0 sample to ~85 for the PT30 one (
Figure 4). In this case, the presence of the DCAP is solely responsible for the hardness increase in the whole composite.
Although the direct comparison between the PF and PT samples is complicated by the different natures of the host polymer matrix, the marginal decrease in the main mechanical properties and, especially, the superior mechanical properties of sample PT30 over sample PF0 with similar inorganic load (
Table 3,
Table 4 and
Table 5), suggest that DCAP can be advantageously used as a filler in substitution for commercial barite. In particular, the addition of 20 wt% of DCAP to the PT epoxy resin (PT20) confers the best mechanical properties to the composite in terms of compressive, tensile, and flexural strengths, but the addition of 30 wt% of DCAP (PT30) gives the highest Shore hardness, with only a minor worsening of all the other mechanical properties. Considering that hardness may be the most relevant property in flooring applications, being generally correlated with wear resistance, coupled with the economic advantage deriving from the addition of 30 wt% of DCAP in the more expensive polymer, the PT30 formulation may result commercially preferable.
3.2. Thermal Properties
DSC experiments were performed between −20 and 160 °C, thus starting below the conceivable utilization temperature for flooring materials and reaching a temperature above the glass transition of typical resins of this class. Until 50 °C, the thermogram does not present any feature, as expected from materials that should be stable for a long time at room temperature. Instead, endothermal events over this temperature are depicted in
Figure 5 and summarized in
Table 6. Regardless of the DCAP content, both PF and PT present a relevant endothermal event during the first heating. This is a typical consequence of the stress accumulated during the polymerization step that is released upon heating. The intensity of this process can vary in ways that are not directly linked to the composite composition − being strongly dependent on the detail of each single reaction, leading to an imprecise determination of the T
g. In fact, the first heating irreversibly resets this stress, representing the thermal history of the sample. So, much more reliable results can be inferred from the second heating ramp (
Figure 5), giving information about the curing of the composite. Further information that can be extracted from the first cycle relates to sample PF2. Its peak is so starkly different from those of the other samples that we cannot exclude that its specific composition is associated with some polymerization issues that also affect the mechanical properties.
Considering the second heating ramp (II cycle), PT samples consistently show a typical glass transition represented by the change in the slope for heat. Instead, PF samples show an endothermal “bathtub” path that, in addition to the Tg, indicates the formation of a mesophase. The presence of such mesophase is an indicator of microscale separation, usually found in thermoplastic elastomers, such as styrene-ethylene-butylene-styrene (SEBS) [
34]. This indicates a difference between PF and PT samples, possibly due to the presence of PPG blocks that can display nanophase separation. This aspect is not directly relevant for flooring applications since it is always associated with higher temperatures than those typically experienced by resin floors but is an indicator of the diversity in terms of microenvironment of the different polymers that can host DCAP particles. In other words, it is an indication that the application of DCAP particles as fillers is not limited to a single formulation, but potentially to a wide range of polymers of actual industrial relevance.
The addition of inorganic filler may vary the T
g of the composite significantly, resulting in both an increase [
35] or a decrease [
36] depending on the nature of the filler [
37]. For instance, [
18] relates the change in T
g of the composites to the filler size, in which an increase in the interfacial area between the filler and the resin leads to a reduction in the polymer chain mobility with a subsequent increase in T
g.
In general, we observe that the addition of DCAP in both resins does not affect the T
g significantly, which is ~55 °C for the PF samples and ~59 °C for PT samples. Interestingly, sample PF2 also exhibits values in line with the series. An exception is sample PT10 showing a slight increase in T
g at ~61.5 °C. The low dependence of T
g on the filler load may indicate a weak interfacial strength between the micron-sized fillers and the resin. Indeed, only a small aliquot of the DCAP (~10% by volume) has a sub-micrometric (<1 µm) size (
Figure 1). This suggests that the nanosized particles are primarily responsible for directly affecting the T
g due to their large surface area [
38]. Similar results were attained by Siddique [
39] studying a low-density polyethylene polymer incorporated with reclaimed clay from oil-based mud waste.
3.3. Filler Dispertion and Fracture Morphology
SEM images of the filler dispersion in resin, the typical grain morphology, and their average particle size distribution are reported in
Figure 6. Apart from some agglomerate grains in DCAP composites, the dispersion of both DCAP and barite appears to be quite homogeneous (
Figure 6A,B and
Figure S4 in the Supplementary Material). The proper distribution of the filler particles in the resin is a crucial aspect since any heterogeneity in the filler distribution may result in a drastic decrease in the mechanical properties of the composite.
At the SEM, the grain size distribution of the DCAP appears heterogeneous, consisting either of individual particles generally down to 1 µm in size (
Figure 6A), or of aggregates with a great variability in size, up to several tens of microns (
Figure 6,
Figure 7C and
Figure 8A,C). This is in agreement with DLS measurements (
Figure 1; see also [
2]), in which the DCAP shows a tri-modal distribution with a peak at ~0.8 µm (<1.5 µm: ~18% by volume), representing the individual particles seen with the SEM (for instance
Figure 6B), and the peaks at ~4 (1.5–11 µm: 48% by volume) and ~40 µm (>11 µm: 34% by volume), representing the two most abundant dimensions of the DCAP aggregates observed at the SEM.
Barite shows a slightly more homogeneous grain size distribution compared to DCAP, as is also shown by DLS (
Figure 1). In fact, barite shows two major peaks, one (<1.5 µm fraction: ~17% by volume) corresponding almost perfectly with the ~0.8 µm peak of the DCAP, and one at 10–11 µm (1–80 µm fraction: 87%). A third minor peak is present at ~200 µm (>80 µm fraction: 2.6% by volume).
Regarding the fracture mechanisms, we studied the morphology of the fracture surfaces after tensile and flexural tests.
Figure 7 and
Figure 8 show the fracture surfaces of the reference samples (PF0 and PT0) and samples with max values of DCAP (PF10 and PT30), respectively. Contrary to PT samples, PF samples display several cavities in the resin, revealing that parts of the inorganic filler were detached during the mechanical tests. The presence of these cavities in the PF0 sample, i.e., only barite as an inorganic filler, indicates that the removed particles were barite. A close-up view of these holes is shown in
Figure 9, indicated by red arrows. This suggests a poor adhesion of barite with the PF resin, in which the particle–resin boundary acted as an initial cracking site. Furthermore, these cavities are present throughout the fracture surfaces of the samples and seem to cover both the main peaks at ~0.8 µm and 10–11 µm of barite (
Figure 1), indicating that the poor adhesion of barite does not depend on the particle size.
Therefore, DCAP seems to have a greater adhesion strength with resin than barite. The comparison between the gran size distributions of barite and DCAP as determined by DLS (
Figure 1) shows that they have an almost identical sub-microscopic fraction (10–11% by volume), while the latter has a lower proportion of particles larger than 10 µm (~34% vs. 45% by volume). This would imply that barite has a larger mean specific area than DCAP, and therefore, assuming that other surface parameters are equal, implies a better adhesion strength of DCAP. However, as testified by SEM, the apparent larger proportion of larger grains of DCAP (35–40 µm peak) is given by its stronger agglomeration tendency, promoted by the sub-microscopic fraction, which is probably larger than it appears. These agglomerates are irregular in shape, enhancing the specific surface and favouring the adhesion strength with the resin (
Figure 6). On the other hand, the larger microscopic fraction, and the higher angularity of barite grains, negatively affect their bonding strength with the resin. In fact, large particles tend to promote crack formation, due to the concentration of stress around their edges [
31]. This, coupled with an inhomogeneous particle shape [
32], is responsible for a more heterogeneous stress distribution and subsequent detachment of particles from the resin.