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Rare earth elements in phyllosilicates

Published online by Cambridge University Press:  17 April 2026

Javier Cuadros*
Affiliation:
Natural History Museum, London, UK
Georgios E. Christidis
Affiliation:
School of Mineral Resources Engineering, Technical University of Crete, Chania, Greece
*
Corresponding author: Javier Cuadros; Email: j.cuadros@nhm.ac.uk
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Abstract

The 14 elements from La to Lu (except the unstable Pm) form a group with similar chemical characteristics provided by their electronic configurations. Widespread, albeit in low abundance (hence their original description as ‘rare’), they were soon viewed as an opportunity to trace rock origins and geological processes. In addition to this scientific use, their technological applications have increased over the decades, which have multiplied in the present electronic age. Their exponential growth in demand and limited abundance have transformed them into strategic resources. Characteristic of clay minerals, which take centre stage in so many industrial applications and scientific issues, they have been discovered to be involved in this story as important commercial rare earth element (REE) deposits. This review describes how phyllosilicates bind REE, how environmental conditions modify REE contents in phyllosilicates and how such interactions can be used to trace both original rocks and the nature of modifying geological processes. Phyllosilicates bind REE strongly and concentrate them as adsorbed species in inner and outer poly-coordination complexes. This mode of binding controls the capacity for REE retention by phyllosilicates in conjunction with the physicochemical conditions of environmental fluids (salinity, pH, temperature, ligands, Eh) and fluid:rock ratios to determine the contribution of clay minerals to bulk REE signatures and their modifications in geological processes (soil formation, clay mineral precipitation from fluids, alteration, diagenesis, ore formation, transport).

Information

Type
Review Article
Creative Commons
Creative Common License - CCCreative Common License - BY
This is an Open Access article, distributed under the terms of the Creative Commons Attribution licence (http://creativecommons.org/licenses/by/4.0), which permits unrestricted re-use, distribution and reproduction, provided the original article is properly cited.
Copyright
© The Author(s), 2026. Published by Cambridge University Press on behalf of The Mineralogical Society of the United Kingdom and Ireland.
Figure 0

Table 1. REE and their neutral-element external electron configurations, valences and octahedral radii (Å).Table 1 long description.

Figure 1

Figure 1. Summary of results from REE adsorption studies on clay minerals presented in the article. REE concentrations are in the ordinate, while pH values are on the abscissa. The two bottom studies were carried out in the field. The shaded areas indicate the total pH range investigated, and the arrows indicate the specific range over which various Ln species were detected. Where a plus sign appears between species, all of them were found at the same pH range. References: (1) Slade et al. (1998), (2) Mozas et al. (1980), (3) Trillo et al. (1992), (4), Miller et al. (1982), (5) Olivera-Pastor et al. (1988), (6) Feng et al. (2021), (7) Qiu et al. (2022a), (8) Takahashi et al. (1998), (9) Coppin et al. (2002), (10) Stumpf et al. (2002), (11) Bradbury & Baeyens (2002), (12) Yamaguchi et al. (2018), (13) Borst et al. (2020). Kaol = kaolinite; Mont = montmorillonite.Figure 1 long description.

Figure 2

Figure 2. REE concentrations in detrital marine sediments and seawater. (a) Grey line: average REE in river-suspended sediments from Amazon rivers (Viers et al., 2008), as representative of world average; black line: the same value after subtraction of REE in suspected monazite (monazite REE composition assessed from Mariano, 1989; McLennan, 1989; 900 times dilution); red and blue lines: world-average REE in river-suspended silt (red) and clay fractions (Bayon et al., 2015); green lines: REE in porewaters of the Tasman Sea (Abbott et al., 2019). (b) Blue data points and left-hand y-axis: shale-normalized percentage of REE content in detrital kaolinite released to seawater during the formation of mature glauconite in two samples from the Congo continental shelf; purple data points and right-hand y-axis: REE in global seawater normalized to world river average silt (WRAS). The patterns’ similarity suggests that clay mineral dissolution controls the seawater REE pattern (Bayon et al., 2023).Figure 2 long description.

Figure 3

Figure 3. REE concentrations normalized to PAAS for (a) OM in sediments of various aqueous environments, including oceans from Freslon et al. (2014) and (b) in glauconite collected from the sea floor from Fleet et al. (1980). Some REE are not analysed, but the trends are shown as lines in (a) and as grey areas in (b).Figure 3 long description.

Figure 4

Figure 4. (a) REE normalized to PAAS of hydrothermal waters (circles, values ×1000) and hydrothermal sediments (triangles). Three top and two bottom values are from a continental setting in Valles Caldera, New Mexico (Michard, 1989). Two middle water values (yellow and light blue circles) are from the Mid Atlantic Ridge, 23°N field (Mid-Atlantic Ridge at Kane; MARK) (Michard, 1989). Three middle sediment values (triangles) are from the Mid Atlantic Ridge, TAG field (Severmann et al., 2004). (b) REE normalized to PAAS of hydrothermal sediments and waters: grey area is a range of composition of Atlantis II sediments (variable composition: Si-, Fe-, Ca- and S-rich), Red Sea, with present brine water temperature of ∼67°C and pH 5.4; background sediments are detrital siliceous and biogenic from near the Thetis Deep, Red Sea; TAG are hydrothermal sediments from two depths below the sea floor, Mid Atlantic Ridge; seawater, black smoker (∼360°C) and white smoker (∼285°C) are all from TAG (from Laurila et al., 2014; their Figure 9c and references therein). The large Eu positive anomaly in fluids and sediments precipitated from the fluids is due to preferential plagioclase dissolution in mildly acidic conditions, whereas in highly acidic and neutral fluids there is total rock dissolution and little non-preferential dissolution, respectively, resulting in no REE segregation.Figure 4 long description.

Figure 5

Figure 5. REE concentrations normalized to NASC in rocks and fluids of the São Domingos mine, Portugal, within the Iberian Pyrite Belt (Ayora et al., 2015). Ore body waste: acid leached silicate rock; gossan: Fe oxides product of acidic alteration; acid mine drainage: acidic fluids after leaching. Gossan and acid drainage have complementary REE patterns (convex down and convex up, respectively).Figure 5 long description.

Figure 6

Figure 6. Average concentrations of REE vs pH in terrestrial waters. Averages were calculated as ΣREE/n, where n is the number of REE in the calculation. Some REE were missing from some of the analyses. The samples include lakes, rivers, groundwaters and springs from Goldstein & Jacobssen (1988), Johannesson et al. (1995) and Gammons et al. (2005).Figure 6 long description.

Figure 7

Figure 7. PAAS-normalized REE and Y concentration patterns for alkaline lakes (pH 8.9–10.0) and hot springs (pH 9.1–9.7) from Tanzania. Surrounding rocks are REE-rich carbonatites. From Kreitsmann et al. (2023).Figure 7 long description.

Figure 8

Figure 8. Proportion of the most abundant La species in solution at various pH values, corresponding to two representative fluid compositions. (a) Porewater in a common weathering profile, with 1 mM CO32– and 0.01 mM SO42–. (b) Fluid from an acid mine, with 0.01 mM CO32– and 1 mM SO42–. From Ayora et al. (2015).Figure 8 long description.

Figure 9

Figure 9. Assessment of the relative proportions of dissolved species of (a) La, (b) Eu and (c) Lu in world river average water (Pourret et al., 2007b). The values are modeled using Model VI and the Stockholm Humic Model (SHM). LnHM is REE bound to OM. For the graphs on the left, the ‘active dissolved OM parameter’ (OM capable of complexing REE) within the models is 50%; for the graphs on the right, this parameter is 100%. The results of SHM for the left-hand column series (not shown) are similar to those of Model VI, with slightly lower percentage values of LnHM.Figure 9 long description.

Figure 10

Figure 10. REE compositions of bulk precursor sediment, corrensite (<2 μm) from the same sediment and chlorite-smectite (Chl–Sm; <2 μm), a product of hydrothermal alteration of the sediment at 206–268°C. Hydrothermal fluids selectively dissolved plagioclase, which caused Eu to dissolve preferentially to other REE, and the newly formed Chl–Sm inherited the corresponding REE signature from the fluid. Figure modified from Lackschewitz et al. (2000).Figure 10 long description.

Figure 11

Figure 11. The concentrations of REE in river sediments from Liu & Han (2021) and Xu et al. (2009), both corresponding to south-east China, are shown as normalized to UCC and PAAS. Both display a relative enrichment of LREE, but the ratio between UCC- and PAAS-normalized values (purple line) is not constant, which is particularly important for La and Lu – elements that are frequently used to calculate LREE/HREE as La/Lu.Figure 11 long description.

Figure 12

Figure 12. REE composition range (relative to chondrites) of Permian shales from the Havensville and Eskridge formations in Kansas and Oklahoma. The Oklahoma sediments (dark grey) are interpreted as having been deposited in continental or near-shore oceanic environment, while those from Kansas (light grey) are interpreted as having been deposited in a submarine environment. Submarine shales have lower total REE concentrations and higher HREE/LREE values (Cullers et al., 1975).Figure 12 long description.

Figure 13

Figure 13. REE distribution in the Brazilian shales and claystones of the Permian Irati formation, Paraná Basin (grey contour and black line). All but the one represented by the black line are below world-average values for shales: red and yellow lines are NASC and PAAS values, respectively. The one claystone above the averages and with a large negative Ce anomaly is interpreted as having a different precursor (see text). Data from Dos Anjos et al. (2010).Figure 13 long description.

Figure 14

Table 2. R values of binary correlations between ΣREE and elemental percentages in Arctic Ocean sediments at several distances from the mouth of the Lena River, Siberia. Negative values denote negative correlations (Ruban et al., 2024).Table 2 long description.

Figure 15

Figure 14. Plots of several REE-related variables allowing discrimination between coarse and fine sediments in the Mu Us Desert, China (Ding et al., 2021): (a) δCe vs δEu and (b) δEu vs ΣREE. δEu and δCe are assumed to be identical to Eu/Eu* = EuN/(SmN × GdN)0.5 and Ce/Ce* = CeN/(LaN × PrN)0.5, but these were not defined by the authors.Figure 14 long description.

Figure 16

Figure 15. REE distributions in sediments that experienced early diagenesis within the Ganntour Basin, north-west Morocco. Sm-C and Sm-P are values from detrital smectite in a claystone and phosphorite, respectively. Pal-O and Pal-M are values from an authigenic palygorskite in a porcellanite (opal-CT-rich) and a dolomitic marl, respectively. Data from Chahi et al. (1999).Figure 15 long description.

Figure 17

Figure 16. Modifications produced by acidic alteration of silicate rocks from various areas near Riotinto (south-west Spain). All measurements are from bulk rocks of complex mineralogy. The right panel shows examples of (1) mild alteration, with REE patterns dominated by the phyllosilicates, and (2) strong alteration, with REE patterns dominated by alunite and jarosite. The left panel displays a plot of two REE variables that allow discrimination of the effects of strong acidic alteration (red data points), producing sulfates and goethite. Only one sample that experienced strong acid alteration appeared in the mild alteration region (see text). The shapes of the data points and initials refer to their localities (C = Calañas; EV = El Villar; Q = Quebrantahuesos; TH = Tharsis). The Eu anomaly is here calculated as Eu*/Eu rather than the usual Eu/Eu*, as indicated on the x-axis. Data from Cuadros et al. (2023).Figure 16 long description.