5.1. Petrography of the granitic pegmatite
The granitic pegmatite in the study area is composed essentially of quartz, alkali feldspars, and mica. Quartz occurs as anhedral cracked crystals. Quartz crystals exhibit undulose extinction and are associated with semicite perthitic feldspars, muscovite, biotite, titanite, and xenotime. (Figs. 3 a, b, c, and d). The predominant types of alkali feldspars include orthoclase, potash feldspars, and microcline perthite. They can be found in the form of subhedral to anhedral crystals surrounded by plagioclase, muscovite, biotite, quartz, zircon, and opaque iron oxide minerals. The larger crystals of plagioclase have euhedral to subhedral shapes and are often cracked; these crystals are commonly found alongside microclines and quartz. They also contain biotite, garnet, zircon, quartz, and opaque iron oxide minerals. Mica are found in the form of flakes or platy crystals of biotite and muscovite. Muscovite laths are frequently connected to plagioclase. Perthite is associated with fan-shaped muscovite. Biotite is found within plagioclase minerals and has undergone partial alteration, resulting in the formation of chlorites and iron oxides. In addition, biotite surrounds quartz, zircon, epidote, and apatite. (Fig. 3 a, e, f). Garnet is found in Um Solimate, either in the form of well-formed regular crystals or in the form of irregular crystals and skeletal structures. These crystals and skeletal structures are typically enclosed by quartz and biotite, which act as inclusions in the surrounding rock (Mahmoud, 2009).
5.2. Mineralogy of the granitic pegmatite
Columbite has anhedral to subhedral medium-grained forms. ESEM data indicate that its composition consists primarily of 42.2% Nb and 7.6% Ta (Fig. 4a). Bismoclite is observed as fine-grained anhedral crystals. ESEM analyses revealed that the main composition of Bi is 78.9% (Fig. 4b). Xenotime (Y) features anhedral fine-grained crystals enclosed in plagioclase. ESEM examinations revealed 44% Y and 17.07% P (Fig. 4c). Monazite–(Ce) is observed in medium-grained structures with anhedral to subhedral forms. ESEM analyses indicate a composition of 29.5% Ce and 15.2% La (Fig. 4d). Pyrite occurs in medium- to fine-grained forms. ESEM analyses revealed a main composition of 53.7% S and 41.6% Fe (Fig. 4e). Garnet is found in coarse-grained crystals, with ESEM analyses revealing a composition typical of spessartine, with Mn at 33% and Al at 14.4% (Fig. 4f). The initial phase of mineral formation is known as the magmatic stage and involves intricate internal patterns and a sequence of paragenetic events. Within this stage, K-feldspar–quartz– muscovite pegmatite zones are predominantly observed. Following this, the albite pegmatite stage is characterized by quartz–muscovite–alpite pegmatite accompanied by albitization. The final stage, referred to as the hydrothermal metasomatism stage, is dominated by highly fractionated pegmatite consisting of quartz; native metals such as bismuth and nickel; tourmaline; beryl; argentite; and fluorite. (Ali et al., 2021)
5.3. Whole-Rock Chemistry
5.3.1 Geochemical classification
There are various ways to categorize pegmatite, including its chemical composition, mineralogical composition, metamorphic characteristics, and presence of trace elements. (e.g., Černý and Ercit, 2005). Categorization is commonly used to classify pegmatites into three primary groups: granitic, gabbroic, and syenitic. Among these groups, granitic pegmatites are the most widespread. (London, 2009). Based on the geochemical data, the pegmatite from the study area was classified as granitic. (Table 1 and Fig. 5a).
5.3.2. Geochemical characteristics, magma affinity, and tectonic settings.
The geochemical data for the Um Solimate granitic pegmatite are presented in Table 1 and indicate consistently high levels of SiO2 and Al2O3 with very limited variations (73-74.1 and 13.8-15.7 wt%, respectively). The Na2O and K2O levels fall within the ranges of 3.7–6.12 and 0.4–3.9 wt%, respectively. The CIPW test results (Table 1) demonstrated a relatively low normative An content (5.2-10.4 wt%). Furthermore, they exhibit relatively high differentiation ratios, with a Rb/Sr ratio of approximately 2.28 and a Ba/Sr ratio of approximately 1.5, indicating that they originated from highly differentiated magmatic sources.
The granitic pegmatite under investigation demonstrates alkaline affinity, as shown in Figure 5b. In addition, it falls within the peraluminous domain with an A/CNK ratio of 1.11. Another piece of evidence supporting its peraluminous nature is the range of normative corundum, which varies from 0 to 5.38, as presented in Table 1. This further confirms the peraluminous characteristics of the pegmatite, as depicted in Figure 5c.
The distinguishing characteristic of granitic pegmatite is its large amounts of Nb, Zr, U, and Th, which leads to the occurrence of rare metals within the pegmatite. In addition, it has high concentrations of high field strength elements (HFSE), elevated ratios of Fe2O3/MgO and Ga/Al, and contains Ba (7.8-122 ppm) and Sr (11-141 ppm). The Rb/Sr ratios of the granitic pegmatite samples range from 0.3 to 8.6.
This study compared the average trace element contents of granitic pegmatite in the studied area with the average trace element contents of granitic pegmatite in the Earth’s crust, as defined by Clarke, and the average element content of muscovite granite (Table 2). The Clarke coefficient was used to determine the ratio between the average trace element content of the granitic pegmatite in the studied area and that of the same rock in the Earth’s crust, as established by (Sklyarov, 2001). Within the studied pegmatite, certain elements displayed significantly greater Clark coefficients. These elements include Ni, Mo, Nb, Hf, Ta, U, Th, Ga, Sn, Pb, Cu, and Zn. A graphical representation of these elements and their corresponding Clark coefficients is shown in Figure 6. Granitic pegmatite and muscovite granite share similar geochemical characteristics, suggesting a close relationship between the two types of rocks (Fig. 6).
Binary diagrams can be used to determine the tectonic setting of the rocks being investigated. Pearce et al. (1984) used diagrams that compare the levels of Y+Nb and Rb to differentiate between various tectonic environments, including Syn-Collision Granites (Syn-COLG), Volcanic Arc Granites (VAG), Ocean Ridge Granites (ORG), and Within-Plate Granites (WPG). The rocks under investigation can be classified as within-plate granites, as shown in Figures 7a and b. The same result can be obtained for the analyzed pegmatite using the Hf-Rb/30-3*Ta ternary diagram based on the categorization by Harris et al. (1986), as depicted in Figure 7c. On the Nb vs. Ga/Al discrimination diagram developed by Whalen et al. in 1987, all the examined samples of granitic pegmatite plot within the A-type category, as illustrated in Figure 7c. The inverse relationship between Rb and Sr indicates the role of K-feldspar fractionation in the development of granitic pegmatite. The Rb–Sr diagram (Condie, 1973) is shown in Fig. 8a. The same result is supported by the good correlations among CaO, Rb/Sr, and Eu/Eu* (Fig. 8b and c).
Additional proof of magmatic fractionation is provided by the Zr–Hf interactions in relation to a fairly strong Y–Ho correlation. The Y/Ho ratios ranged between 15.3 and 535, indicating non-CHARAC behavior, which is entirely consistent with the tetrad effects of the relevant samples (Fig. 8d).
The negative relationship between Zr/Hf and Hf concentrations (Fig. 8e) provides clear evidence that Zr/Hf fractionation occurred because of liquid immiscibility during fractionation, indicating that these granitic pegmatites formed between 20 and 30 km beneath the surface during rather moderate-depth crystallization of zircon minerals. This similarity suggests that the rock source was the mantle (Bau, 1996).
Nb/Ta ratios are modified by internally derived mineralizing fluids during fractionation crystallization (Linnen, 1998). The behavior and increase in the concentrations of niobium (Nb) and tantalum (Ta) are primarily controlled by magmatic phenomena, as evidenced by the fluctuations in Ta vs. Nb (Fig. 8f), which show a linear positive correlation in the studied granitic pegmatite (Charoy and Noronha, 1991).
5.3.3. Geochemistry of the rare earth elements
According to Boynton (1984), REE concentrations normalized by chondrite values exhibit almost flat LREE trends and enrichments in HREEs. The overall concentrations of rare earth elements (ΣREEs) range from 9.6 to 106 ppm, with an average of 57.7 ppm. The light rare earth elements (ΣLREEs) fluctuate between 6 and 57 ppm, averaging 30.7 ppm. Moreover, heavy rare earth element (HREE) levels range from 3.6 to 74.7 ppm, with an average of 27 ppm. Yttrium concentrations varied from 35 to 70 ppm, with an average of 47.2 ppm (Table 4 and Fig. 9a). The samples strongly show negative Eu anomalies (Eu/Eu* =0.01 – 0.4, average= 0.2). The occurrence of a negative Eu anomaly in the melt may arise from the removal of feldspars through processes such as crystal fractionation or partial melting. Alternatively, this could be attributed to the influence of a more volatile-saturated melt with higher oxygen activity and oxidation state during feldspar formation (Cullers and Graf, 1984).
5.4. 1. Zircon saturation temperatures
The solubility of zircon and the composition and temperature of the melt are connected to the Zr geothermometer. This geothermometer is useful for determining the temperature at which zircon formed and the amount of Zr required to saturate the rock from which the zircon was obtained (Watson and Harrison,1983). Based on experimental research by Watson and Harrison (1983) on zircon saturation in hydrous low-temperature, intermediate, and felsic magmas, the zircon saturation temperatures of the studied granitic pegmatite samples are provided in Table 5. The average value of the estimated temperature of the studied granitic pegmatite samples was 735°C for all samples (Table 5). Higher temperatures suggest that the pegmatite crystallized from a hotter magma source, potentially indicating the involvement of more evolved, silica-rich melts and providing valuable information about the conditions under which the pegmatite formed (Eliwa et al., 2014).
5.4.2 Apatite formation temperatures
The temperature at which apatite crystallizes can be determined by comparing natural and experimental systems (Harrison and Watson in 1984). This involves expressing apatite solubility as a function of temperature and identifying the SiO2 and P2O5 concentrations at which apatite crystallizes. The resulting saturation temperatures of apatite appear to have an average of 782.2°C. This information can be incorporated into thermodynamic models to better understand the conditions and processes that lead to apatite formation.