3.1.1. Chemical Results
The results of the chemical composition of the raw materials and industrial wastes, expressed in oxides, as determined by the X-ray fluorescence technique (XRF), as well as the loss on ignition (LOI) or calcination at 1000 °C, are presented in
Table 2 and
Table 3.
The limestones (
Table 2) are mainly composed of CaO, with values varying between 34.54 wt % by weight of the C_A and 46.54 wt % of the C_T, noting that between the two fractions obtained from the SANTO NICASIO limestone (C_SN_1 and C_SN_2), there are no significant differences (41.86 wt % and 42.77 wt %). The main difference between the limestones is fundamental and is found in their magnesium oxide content, which is a determining factor in the calculation of the raw material dosages. This will, to a great extent, be responsible for the future expansivity of the cement. In this sense, it is possible to observe the great variation between C_A (19.12 wt %), C_SN_1 (4.59 wt %), C_SN_2 (4.63 wt %), and C_T (0.63 wt %). It should be borne in mind that the calculation basis for the crude blends is based on calcined materials, i.e., eliminating the corresponding losses on ignition (LOI), so that the percentage of magnesium oxide, as is the case with the other chemical elements, will be higher. Furthermore, C_A has higher ignition losses than the rest (46.31 wt %), the lowest being those of C_T (38.45 wt %). In the case of C_T, the lower content of magnesium oxide and the loss on ignition is compensated for by a higher percentage of silica (10.51 wt %).
The clays (
Table 2) are mainly composed of SiO
2, with a content of more than 44 wt % in all of them. A_A and A_N have very similar percentages of Al
2O
3 (~10 wt %), CaO (~17 wt %), Fe
2O
3 (~5 wt %), K
2O (~2 wt %), and MgO (~1.8 wt %). However, A_N has a higher percentage of SO
3 (8.26 wt %), it being practically nil in A_A. A_R has a higher content of Al
2O
3 (19.81 wt %), Fe
2O
3 (7.71 wt %), K
2O (5.47 wt %), and MgO (3.43 wt %) than the other clays, although its CaO content is lower (3.89 wt %) and its SO
3 content is almost zero (0.05 wt %). The ignition losses are generally associated with the physically retained water and structural OH of silicates, as well as the decomposition process of the carbonates. The values obtained are higher for the A_A sample (12.23 wt %) compared with the lower values for the A_R (9.07 wt %).
Gypsum (Y) (
Table 3), which will be used as a setting regulator in the hydrated cement pastes, is mainly composed of SO
3 (38.53 wt %) and CaO (24.25 wt %). The sample contains smaller amounts of SiO
2 and MgO, as well as ignition losses of less than 23 wt %.
The CHM waste (
Table 3) is mainly characterized by its high SiO
2 content (51.23 wt %), with significant additional contents of CaO and Al
2O
3 that are always above 10 wt %, as well as Fe
2O
3 (6.92 wt %). It can be seen, in general terms, that chamotte waste has a chemical composition similar to that of the clays.
The MRM waste (
Table 3) is basically composed of CaO (52.14 wt %), although it presents very high ignition losses (43.31 wt %), due, to a great extent, to the decomposition of the calcium carbonates in the form of CO
2 as evolved gas. They also contain very low quantities of impurities in the form of Fe
2O
3, MgO, or SO
3, always in percentages of less than 0.20 wt %.
The PVL waste (
Table 3) is mainly composed of aluminum-rich oxide and hydroxide phases [
33,
34]. Their Al
2O
3 composition value is high (65.40 wt %), a finding that coincides with the data provided by the producer [
35]. The MgO (8.28 wt %) and SiO
2 (5.07 wt %), as well as the Na
2O and F (~1 wt %) contents, are also noteworthy, albeit to a lesser extent. As already mentioned in the case of limestones, the MgO value must be taken into account when calculating the different raw material dosages because of its effects on the future expansivity of the cement.
3.1.2. Mineralogical Composition
The crystalline phases identified for sample C_A (
Figure 3a) are calcite (CaCO
3) and dolomite [CaMg(CO
3)
2]. More intense diffraction peaks are observed for dolomite, which is in agreement with the high percentage of magnesium oxide determined in its chemical composition (
Table 2). This limestone can therefore be considered a dolomitic limestone. The crystalline phases identified for samples C_SN_1 (
Figure 3b) and C_SN_2 (
Figure 3c) are calcite and dolomite. It is clear that the two limestones have a similar XRD pattern, according to their chemical composition results. Compared to the results obtained for C_A, a lower intensity of the diffraction peak corresponding to dolomite is observed in the two diffractograms of C_SN_1 and C_SN_2. This is due to the lower amounts of magnesium oxide in their chemical composition (
Table 2). The crystalline phases identified for C_T (
Figure 3d) are calcite and quartz (SiO
2). These results agree with the chemical composition of the limestone (
Table 2), with CaO accounting for 46.54 wt % and SiO
2 for 10.51 wt %. Unlike the diffractograms of C_A, C_SN_1, and C_SN_2, dolomite is not identified in C_T. This is due to the almost scarce presence of MgO in the limestone composition (
Table 2); therefore, the conditions for the substitution of calcium ions by magnesium in calcite do not occur.
The crystalline phases identified for sample A_A (
Figure 3e) are quartz, calcite and dolomite, muscovite (illite mica) [KAl
2(AlSi
3O
10)(OH)
2], and feldspars such as orthoclase (KAlSi
3O
8) and albite (NaAlSi
3O
8), as well as montmorillonite (magnesium aluminum silicate: MgOAl
2O
35SiO
2xH
2O). In the case of sample A_N (
Figure 3f), the crystalline phases that were identified are quartz, calcite and dolomite, bassanite or gypsum hemihydrate (CaSO
4.1/2H
2O), chlorite [(Al,Fe,Mg)
4–6(Al,Si,Fe)
4O
10(OH,O)
8], muscovite (illite mica) and rutile (TiO
2). For sample A_R (
Figure 3g), the crystalline phases identified are quartz, calcite, and dolomite, muscovite (illite mica), and hematite (Fe
2O
3), the latter crystalline phase being responsible for the red color of the clay.
The crystalline phases identified for the sample of gypsum (Y) (
Figure 3h), the setting regulator, are calcium sulfate dihydrate or pure phase mineral gypsum (CaSO
4–2H
2O), quartz, and anhydrite (CaSO
4). Quartz has been identified due to the high percentage of SiO
2 in the chemical analysis (
Table 3), this not being associated with silicates in the sample.
The crystalline phases identified for the CHM waste (
Figure 3i) are quartz, calcite, hematite, anhydrite, dehydroxylated muscovite (illite mica), feldspars such as orthoclase and calcium, and an aluminum feldspar called anorthite (CaAl
2Si
2O
8), which is a product of the heat treatment [
6].
In the MRM diffractogram (
Figure 3j), only calcite can be identified, which fits perfectly with the standard CaCO
3 pattern [
6].
The crystalline phases identified for the PVL waste (
Figure 3k) are corundum (α-Al
2O
3), which is a mineral belonging to the hematite group, bayerite [γ-Al(OH)
3], which is an aluminum hydroxide crystallizing in the monoclinic system, nordstrandite [Al(OH)
3], which is an aluminum hydroxide crystallizing in the triclinic system, diaoyudaoite (NaAl
11O
17), which is an aluminum oxide containing sodium in solid solution, periclase (MgO), and quartz. According to the characteristics provided by the producer and reported in [
35], PVL also has fluorite (CaF
2) in its mineralogical composition, in a percentage of 1–2%, as well as halite (NaCl), in a percentage of 0–1%, both mineralogical phases not being identified by XRD. A large number of aluminum-based mineral phases coincide with the origin of the waste obtained in the recycled aluminum process. In addition, the presence of compounds such as fluorite is due to their use as scorification salts during the recycling process.
3.1.3. Thermal Analysis (TG-DTG-DSC)
The analyses were carried out on C_A (
Figure 4a), C_SN_1 (
Figure 4b), and C_SN_2 (
Figure 4c), which are mineralogically composed of calcite and dolomite, according to the XRD patterns. In the thermogravimetric (TG) curve, the calcite and dolomite show a total weight loss at up to 880 °C of 48 wt % and 44 wt %, respectively, with the limestones C_SN_1 and C_SN_2 showing equivalent weight losses. This weight loss is due to the decomposition of the calcium and magnesium carbonates in two consecutive stages. The analyses carried out on C_T (
Figure 4d), which is mineralogically composed of calcite and quartz, as indicated by XRD data, show a total weight loss of 39 wt % up to 880 °C in the TG curve, which is due to the decomposition of calcium carbonate (Equation (9)).
According to the differential scanning calorimetry (DSC) analysis of limestones C_A, C_SN_1, and C_SN_2, the first endothermic reaction is observed at 803 °C, 780 °C, and 775 °C, respectively. This is due to the decomposition of magnesium carbonate associated with the decomposition of dolomite (Equation (10)) [
36,
37,
38], with a weight loss, according to the TG curve, of 20 wt % for C_A, 9 wt % for C_SN_1, and 7 wt % for C_SN_2. Subsequently, for C_A two other endothermic reactions occur at 845 °C and 860 °C, respectively, while in C_SN_1 and C_SN_2 a single endothermic reaction is observed at 860 °C, which is due to the decomposition of calcium carbonate, in this case (Equation (9)) [
39,
40,
41,
42,
43,
44], with a weight loss of 28 wt % for C_A, 35 wt % for C_SN_1 and 37 wt % for C_SN_2.
Comparing the DSC test curves of the C_A limestone with those of the C_SN_1 and C_SN_2 limestones, the first endothermic peak produced by the decomposition of the carbonate ions associated with magnesium appears in the range of 775–803 °C; that is, the C_A has a higher thermal reaction enthalpy. This reflects an agreement with the previous results and also the higher content of magnesium oxides in its composition. According to the differential scanning calorimetry (DSC) analysis of C_T, the endothermic reaction takes place at about 860 °C [
41,
42,
43,
44].
The DSC-TG analyses of clays A_A (
Figure 4e), A_N (
Figure 4f), and A_R (
Figure 4g) show an endothermic peak at temperatures between 20 °C and 200 °C, demonstrating the removal of weakly bound water (dehydration), with a weight loss of 1.7 wt % for A_A, 1.3 wt % for A_N, and 1.7 wt % for A_R. The intensity is slightly higher in the A_A curve, which is possibly due to the presence of montmorillonite [
45], as corroborated by XRD analysis. In the temperature range between 200 °C and 600 °C, a weight loss attributed to the removal of organic matter and the dehydroxylation of silicates is observed, as indicated by the exothermic band centered at approximately 380 °C and the endothermic band centered at approximately 550 °C, respectively [
46,
47]. These weight losses correspond to 1.9 wt % for A_A, 2.4 wt % for A_N, and 3.0 wt % for A_R. The largest weight loss occurs between 600 °C and 800 °C, this being due to the decomposition of carbonates, as indicated by the endothermic peak centered at approximately 730–780 °C, with losses of 9.6 wt % for A_A, 8.7 wt % for A_N, and 5.0 wt % for A_R. At temperatures between 800 °C and 1100 °C, an exothermic band associated with the crystallization of the high-temperature phases is observed, with weight losses of 0.3 wt % for A_A, 2.2 wt % for A_N, and 0.3 wt % for A_R. In this temperature zone, specifically at 900 °C and in A_A, there is a small endothermic effect associated with the conversion of low-temperature albite to its high-temperature phases, although these effects may overlap with those of calcium carbonate decomposition [
48]. At temperatures above 1100 °C, no weight loss is observed, with a more pronounced endotherm in the DSC curve in A_A, which could possibly indicate the formation of a liquid phase [
6].
In the DSC curve of the sample of gypsum (Y) (
Figure 4h), different endothermic peaks and an exothermic peak are observed. Firstly, up to about 110 °C, an endothermic effect occurs, which is due to the loss of moisture in the material, resulting in a weight loss of 1 wt %. Secondly, there are two overlapping endothermic effects corresponding to the dehydration of the gypsum into hemihydrate and anhydrite III. The first of these, produced at 150 °C, corresponds to the loss of 1½ H
2O to form the calcium sulfate hemihydrate phase (Equation (11)) [
49,
50], while the second, produced at 190 °C, corresponds to the loss of ½ H
2O to form the β-anhydrite III or soluble anhydrite phases (Equation (12)) [
49,
50,
51]. These two reactions result in a weight loss of 17.5 wt %.
An exothermic reaction associated with the transformation of anhydrite III (soluble) to anhydrite II (insoluble) occurs at 380 °C (Equation (13)) [
49,
50]. The weight loss between the temperatures of 190 °C and 380 °C is 2 wt %.
The next endothermic reaction takes place at 1220 °C and corresponds to the change from anhydrite II to anhydrite I. From this point on, the decomposition of calcium sulfate takes place (Equation (14)) [
50], with a weight loss of 3 wt %.
In the rather complex thermogravimetric curve of the CHM waste (
Figure 4i), two important inflections can be observed, corresponding first to weight loss due to the decomposition of the carbonates (4 wt %) up to 750 °C and a second weight loss of 1.5 wt % between 1100 °C and 1200 °C, due to the elimination of the last traces of structural water and the formation of the amorphous or glassy phase, and also due to the consumption produced by the continuous reactions, such as the formation of anorthite and mullite [3Al
2O
3·2SiO
2]. Other compounds, such as illite and gehlenite [Ca
2Al
2SiO
7], decompose at temperatures above 1150 °C. According to the DSC analysis, a first thermal dehydration process produced by heating can be observed, as indicated by the endothermic reaction at a temperature below 100 °C that is associated with the release of the absorbed water. The second endothermic reaction at 575 °C is due to the polymorphic phase-change of the silica, which generates strong dimensional variations in its structure (Equation (15)) [
48].
The third endothermic reaction at 731 °C is due to the decomposition of calcite (Equation (9)). Around 1100 °C, an exothermic reaction can be observed, indicating the formation of crystalline phases. At temperatures above 1150 °C, no weight loss is observed, but the DSC curve shows three endothermic peaks, which may indicate the formation of the liquid phase [
6].
The TG curve of the MRM waste (
Figure 4j) shows a main inflection due to the decomposition of carbonates (Equation (9)) with a weight loss of 44 wt %, in agreement with the results for the loss on ignition (
Table 3). According to the DSC analysis, the presence of calcite is deduced through the endothermic reaction that takes place around 866 °C [
6].
In the TG curve of the PVL waste (
Figure 4k), a total weight loss of 17.2 wt % can be observed, up to a temperature of 1390 °C. According to the DSC curve, an endothermic reaction occurs at 290 °C that is associated with the dehydroxylation of Al(OH)
3 (Equation (16)) [
49], which generates a weight loss of 8.5 wt % [
52].
The sequence of the thermal transformation of alumina can be defined as obtaining γ-Al
2O
3 at 500 °C, remaining as a single phase up to 600 °C. Subsequently, at 850 °C, the δ-Al
2O
3 phase is identified, which coexists with γ-Al
2O
3. At 1000 °C, θ-Al
2O
3 is obtained, with the coexistence of the previous phases γ-Al
2O
3 and δ-Al
2O
3. Subsequently, an exothermic reaction can be seen at about 1150 °C, which is due to the transformation into α-Al
2O
3 (corundum). The transformation of metastable alumina into corundum takes place in a temperature range of 1062–1204 °C when the treatment is carried out in an air atmosphere, and between 1090 and 1181 °C when an inert atmosphere (N
2) is used [
53,
54].
3.1.4. Scanning Electron Microscopy and Energy-Dispersive X-ray Spectroscopy Analysis (SEM/EDS)
In general, and due to the grinding process to which the materials have previously been subjected, it can be observed via SEM that the particle size obtained in all the materials is less than 100 μm, with grains of angular appearance appearing in many cases due to the grinding process.
According to the EDS analysis carried out on C_A, the composition is dominated by Ca, Mg, and O. There are also other minority elements, such as Al, Si, and Fe. For the limestone C_SN_1, there are zones of different compositions, with Ca, Mg, and O predominating. In general, the presence of Al, Si, and Fe can also be observed, although in a minimum proportion in all the zones. The EDS analysis of sample C_SN_2 indicated that the composition is very similar to that of sample C_SN_1; it should be noted that both samples come from the same raw material. The only difference in both samples is the granulometry prior to the grinding process. The main difference is the appearance of K in one of the areas studied, although in a very small proportion (0.17 wt %). In the sample C_T that is analyzed, the particle size ratio is different from that studied for C_A, C_SN_1, and C_SN_2. A greater number of large particles are observed, although always smaller than 100 μm. This may be due to the greater hardness of the grains in C_T compared to the other three samples since the grinding time in all these samples is the same. In addition to this, it is observed that the larger grains do not have more defined edges or surfaces, which may be due to difficulties regarding the fragmentation of the grains in the grinding process and the need to induce a greater number of impacts to reduce the size, which causes the faces to collide a greater number of times and become more rounded. The smaller particles have better-defined smooth faces. In terms of the EDS analysis, the studied zones can be grouped into three differentiated zones and present a higher Ca and O composition, with a higher wt % of Ca in C_A compared to the other three studied limestones. Different percentages of Mg are also observed, although in a much lower proportion than in the other limestones, coinciding with the XRF results (
Table 2), Al, Si, K, and Fe.
In the morphological study of A_A and A_N, very similar particle sizes are observed, with grains of heterogeneous size and different shapes (both rounded and angular). In A_R, the overall particle shape is smaller, being more homogeneous and rounded in most of the grains. According to the EDS analysis, in general, in A_A, A_N, and A_R, the elements with a higher wt % are Si, Al, and O, as expected in the case of clays and coinciding with the XRF analysis (
Table 2). In the case of A_A, zones of differentiated composition can be identified, with different percentages of K, Ca, Fe, and, to a lesser extent, Na, Mg, Ti, and Cu. In the case of A_N, zones of differentiated composition can be identified, with different percentages of mainly K and Fe, and Na, Mg, S, Ca, and Ti in relative proportions. In the case of S, for the three clays studied, this element is only identified in the A_N in values lower than 0.5 wt %. For the analysis of A_R, it is possible to identify areas with different compositions; Fe is the element with the highest percentage, in addition to Si, Al, and O, with a higher composition than in the case of A_A and A_N. In addition, the presence of Na, Mg, K, Ca, and Ti can be observed in smaller proportions.
In the case of Y, the particles have a very heterogeneous morphology, with grains smaller than 10 μm, agglomerates, and larger particles that are still smaller than 100 μm. Some particles have an elongated shape, although most of them are rounded. The results of the EDS microanalysis show two zones of differentiated composition. In both zones, the predominant elements are S, Ca, and O, which is in agreement with the XRD and XRF (
Table 3) analyses mentioned earlier.
In terms of industrial waste,
Figure 5a shows a selected SEM micrograph at a 500× magnification of the CHM sample, in which particles of different sizes can be observed, the smaller ones being more numerous and all being smaller than 100 μm. The morphology of the particles is varied, some being particularly rounded and others more angular. The EDS microanalysis shows 5 zones with different compositions (
Table 4), although the major elements are Si, Al, and O, followed by K, Ca, Fe, and, to a lesser extent, Na, Mg, P, S, Ti, and Cu. The distribution of the elements in the microanalysis of this sample resembles the composition in the EDS analysis that was conducted on the clays.
In the case of the MRM waste (
Figure 5b), the particles are much smaller in size, with a more powdery appearance. In this case, most of the particles are smaller than 50 μm. Agglomerates of the particles and some larger fragments can be observed. The EDS analysis (
Table 5) shows three zones with different compositions, in which the elements with the highest wt % are Ca and O, although the differences lie in the wt % of minor elements, such as Mg, S, and Cu, which are always in quantities lower than 0.50 wt %. This composition agrees with the XRD (
Figure 3) and XRF (
Table 3) results that correspond to calcium carbonate.
Figure 5c shows a selected SEM micrograph of the PVL. Heterogeneous particle sizes are observed, although most of them do not exceed 50 μm. A larger amount of carbon tape (black background) without adhered particles can be observed, which may be due to the shape of the particles, with defined edges, which may hinder adhesion and permanence on this tape. The EDS microanalysis (
Table 6) shows 5 point zones with variable composition, although the major elements in all of them are Al and O, which finding is in agreement with the XRF analysis (
Table 3). Different compositions can also be observed, depending on the zone, of Mg, Si, and K, as well as F, Na, S, Cl, Ca, Ti, Fe, Cu, and Ba, to a lesser extent,. This composition agrees with the phases identified in the XRD test (
Figure 3).
3.1.5. Attenuated Total Reflectance Fourier Transform Infrared Spectroscopy (ATR-FTIR)
According to the XRD patterns, C_A, C_SN_1, and C_SN_2 are mineralogically composed of calcite and dolomite. In the case of the C_T limestone, the mineralogical composition is calcite and quartz. Furthermore, according to the results of the XRF analysis, it can be seen that the C_A has a high MgO content, being lower in the case of the C_SN_1 and C_SN_2 limestones, and much lower in the C_T limestone. According to the absorption spectra, C_A (
Figure 6a) shows absorption bands corresponding to low-Mg calcite, specifically those centered at 1796 cm
−1 and 878 cm
−1, as well as a band centered at 1429 cm
−1 corresponding to high-Mg calcite. In the absorption spectrum of dolomite [CaMg(CO
3)
2], where the structure of the flat CO
32− ions is intercalated with the Ca
2+ and Mg
2+ cations, the absorption band is close to 729 cm
−1, and a band centered at 728 cm
−1 can be observed in the C_A band [
55,
56,
57]. For C_SN_1 (
Figure 6b) and C_SN_2 (
Figure 6c), absorption bands are shown corresponding to low-Mg calcite, namely, those centered at 1796 cm
−1, 1408 cm
−1 and 1409 cm
−1, 873 cm
−1 and 874 cm
−1 and 712 cm
−1, a band centered at 728 cm
−1 corresponding to dolomite, two bands centered at 1035 cm
−1 and 540 cm
−1 matching the feldspars, and a band centered at 470 cm
−1 corresponding to the angular deformation of the Si-O-Si bond [
55,
56,
57,
58,
59,
60]. It can be seen that the band centered at 728 cm
−1 has a higher intensity in the spectrum of C_A compared to the spectra of C_SN_1 and C_SN_2, which is consistent with the higher proportion of dolomite in its composition. This is due to the higher concentration of MgO since, according to the results of the XRF analysis (
Table 2), these concentrations vary from 19.12 wt % to 4.59 and 4.63 wt %, respectively. For the C_T sample (
Figure 6d), absorption bands corresponding to low-Mg calcite are shown, namely, those centered at 1796 cm
−1, 1412 cm
−1, 874 cm
−1, and 712 cm
−1, a band centered at 1028 cm
−1 corresponding to feldspar, and three bands centered at 800 cm
−1, 519 cm
−1, and 470 cm
−1, matching the angular deformation of Si-O-Si. In the case of the band centered at 800 cm
−1, it can be seen that it is accompanied by another band of lower intensity at approximately 780 cm
−1. This double band is characteristic of the symmetric Si-O stretching of quartz [
55,
56,
57,
58,
59,
60,
61,
62].
The study of clays via ATR-FTIR indicates two absorption frequency zones: the OH vibration zone (3200–3700 cm
−1) and the lattice vibration zone (1100–400 cm
−1). In general, for the spectra of the three types of clays studied, A_A (
Figure 6e), A_N (
Figure 6f), and A_R (
Figure 6g), the characteristic bands of the silicates are observed, corroborating the presence of O-bonded Si and O-H groups, as evidenced by the Si-O stretching bands at 1200–950 cm
−1. The doublet bands at approximately 700–800 cm
−1 reveal the characteristic signatures of the Si-O bond stretching, while the bands at 600–800 cm
−1 are characteristic of the Si-O bond-bending mode [
62]. In the case of the three clays, an absorption band centered at 3622–3621 cm
−1, corresponding to the stretching band of the structural O-H groups, can be observed [
61]. The absorption band centered at 2349 cm
−1 can be attributed to atmospheric CO
2 and can also be observed in all three clays [
63]. The absorption band centered between 1008 and 987 cm
−1 represents the in-plane stretching of Si-O in the Si-O-Si groups of the tetrahedral sheet [
61]. On the other hand, three absorption bands can be distinguished that correspond to the three different modes of vibration of the C=O bond contained in the carbonate ion [
64]. These absorption bands, corresponding to low-Mg calcite, are centered between 1432 and 1426 cm
−1, due to the asymmetric stretching of the CO
32− band, the asymmetric bending mode of the CO
32− band at 874 cm
−1, and the symmetric mode of CO
32− centered at 712 cm
−1, although these last two absorption bands are only found in the A_A and A_N spectra. The presence of quartz is associated with the doublet at 800 cm
−1 and 778 cm
−1, respectively, due to the Si-O symmetric stretching mode, as well as the band at 694 cm
−1 corresponding to Si-O-Al vibrations, and also the bands centered at 522–512 cm
−1 and 466–459 cm
−1, which are due to Si-O-Al (octahedral) bending and Si-O-Si angular deformation vibrations, respectively. Finally, the band located at 424–414 cm
−1 is due to the bending modes of O-Ca-O [
55,
56,
57,
58,
59,
60,
61,
62,
63,
65].
In the case of A_N, an absorption band centered at 3621 cm
−1 is observed, corresponding to the stretching band of the structural O-H groups [
61]. Regarding the absorption band centered at 2349 cm
−1, this can be attributed to atmospheric CO
2 [
63]. The absorption band centered at 1008 cm
−1 represents the in-plane stretching of Si-O in the Si-O-Si groups of the tetrahedral sheet [
61]. The absorption bands corresponding to low-Mg calcite are centered at 1428 cm
−1 due to the asymmetric stretching of the CO
32− band, the asymmetric bending mode of the CO
32− band at 874 cm
−1 and the symmetric mode of CO
32− situated at 712 cm
−1. For quartz, the doublet at 800 cm
−1 and 778 cm
−1 can be observed, due to the symmetric Si-O stretching, as well as the band at 694 cm
−1 that corresponds to the Si-O-Al vibrations and the bands centered at 520 cm
−1 and 463 cm
−1, which are due to Si-O-Al (octahedral) bending and the Si-O-Si angular deformation vibrations modes, respectively. The band identified at 421 cm
−1 is due to the O-Ca-O bending mode. In the case of A_R, an absorption band at 828 cm
−1 is observed, which can be attributed to the OH deformation of the octahedral layers (Fe
3+-Fe
3+-OH) [
55,
56,
57,
58,
59,
60,
61,
62,
63,
65].
In the ATR-FTIR spectrum of the gypsum (Y) (
Figure 6h), the presence of water can be detected and characterized by bands in the spectral region near 3500 cm
−1 and 1600 cm
−1. In this case, a doublet of absorption bands is observed at 3530 cm
−1 and 3401 cm
−1, the first one being due to the stretching vibrations of the hydroxyl groups, and the second one being due to the ν
1 vibrational modes of the symmetric stretching of water [
61,
66]. In the frequency ranging between 2000 and 1000 cm
−1 appears in two bands at 1683 cm
−1 and 1620 cm
−1, which are assigned to the bending vibrational modes of the O-H bond [
66,
67]. The presence of two bands indicates that there are two different types of crystallographic water. One type of water is bound to the sulfate ions by hydrogen bonding; the corresponding band has a lower frequency (also due to hydrogen bonding) and high intensity. The other is directly related to calcium ions [
66]. There is also a strong band at 1100 cm
−1, due to the antisymmetric stretching vibration (ν
3) of the SO
4 tetrahedra. In addition, there is a very weak band at about 1003 cm
−1, which represents the symmetric stretching vibration mode (ν
1) of the SO
4 tetrahedra. Finally, the spectrum exhibits two antisymmetric bending vibration bands at 669 cm
−1 and 598 cm
−1 [
66,
68].
For the CHM sample (
Figure 6i), an absorption band centered at 984 cm
−1 can be observed, which represents the asymmetric Si-O stretching of the main tetrahedral silicate vibrations [
61,
69,
70]. The absorption band centered at 1427 cm
−1 is due to the asymmetric stretching (ν
3) of CO
32−, while the band centered at 876 cm
−1 is due to the asymmetric bending mode (ν
2) of CO
32−. A doublet at 800 cm
−1 and 777 cm
−1 can be observed, due to the symmetric stretching of the Si-O bond, as well as the band at 680 cm
−1 corresponding to the Si-O-Al vibrations. The absorption band centered at 442 cm
−1 corresponds to the vibration produced by the angular deformation of Si-O-Si [
55,
56,
57,
58,
59,
60,
61,
62,
63,
65].
The analysis of the MRM (
Figure 6j) shows absorption bands corresponding to calcium carbonate, as indicated by the XRD test, specifically located at 1795 cm
−1 (ν
1 + ν
4), 1396 cm
−1 (ν
3), 872 cm
−1 (ν
2) and 712 cm
−1 (ν
4) [
67,
71,
72,
73]. As indicated above in the analysis of the limestones, the free CO
32− ion is flat and causes four intramolecular vibrations, namely, ν
1 (symmetrical stretching), ν
2 (bending beyond the plane), ν
3 (symmetrical stretching), and ν
4 (bending in the plane) [
55].
For the PVL sample (
Figure 6k), a spectrum with an absorption band centered at 3418 cm
−1 is observed, due to the stress mode of the O-H bonds. This band indicates the presence of moisture in the analyzed sample. The band centered at 974 cm
−1 is due to the α-Al
2O
3 phase, while the absorption band centered at 450 cm
−1 is associated with the stretching mode of Al-O in the octahedral structure [
74].