Micro- and Macroscale Consequences of Interactions between CO₂ and Shale Rocks

1. Introduction

Shale rocks come in contact with carbon dioxide (CO₂) when the latter is pumped underground either for CO₂ capture and storage (CCS) or for shale oil and gas extraction (SOGE) purposes [1]. In the case of CCS, the shale typically acts as a caprock (sealing) that protects the CO₂ stored in a reservoir underneath from escaping back to the atmosphere. In SOGE, the CO₂ is used to enhance natural gas production. It can be used either during the stimulation stage as a fracturing fluid or at the secondary gas recovery stage as an extraction fluid displacing the natural gas and increasing the extraction efficiency. In this case, the CO₂ is pumped directly into the shale formations (using shale as a reservoir).

1.1. Shale as a Caprock

Since approximately 1950, the concentration of carbon dioxide (CO₂) in the atmosphere has increased abnormally. It is widely believed that this increase is one of the main causes of current global warming [2,3,4]. One of the solutions to combat this increase is to capture anthropologically emitted CO₂ and store it in suitable reservoirs. Among the CO₂ capture and storage (CCS) alternatives, geological sequestration in high porosity reservoirs is currently the most mature technology to efficiently combat climate change. The feasibility of CCS has been demonstrated in many successful projects (e.g., Sleipner and Snøhvit in Norway and Decatur in the USA [5,6,7,8,9]). The injected CO₂ is targeted to stay underground for a minimum period of 1000 years, with a leakage rate of less than 0.1% per year [10,11]. Suitable sites are permeable reservoirs sealed by a nearly impermeable geological layer known as caprock. The role of the caprock in CCS is to protect the stored CO₂ from escaping back to the atmosphere [12]. An ideal caprock should, therefore, be a non-porous, non-fractured, non-permeable, and non-reactive layer that will stay intact for eternity, unperturbed by changes in the chemistry of the surrounding fluids, the stress-field associated with injection, or tectonic movements. However, in practice, shale rocks available as caprock, even with extremely low permeability, are sensitive to changes in temperature and the chemical environment and remain susceptible to failure under certain stress conditions [13]. When injected into a reservoir, CO₂ first displaces the reservoir pore fluid (water or brine), some dissolves in the pore fluid, and the rest remains as dry CO₂. Through buoyancy forces, the injected CO₂ migrates upward and forms a plume underneath the caprock [14,15,16,17]. The caprock may thus come into contact with dry or wet CO₂, as well as CO₂-saturated brine. The CO₂-rich fluids can migrate through fractures and faults and interact with shale via the different mechanisms described in Section 3.

1.2. Shale as a Reservoir/Source Rock

In order to extract oil and gas stored in very low permeability shale formations, stimulation is required to increase the permeability of the rock for the faster and more efficient release of oil or gas. This is done through induced fractures around a horizontally drilled wellbore by pumping a fracturing fluid. Typical fracturing fluids are water-based [18]. However, due to the high water sensitivity of many shale formations (see Section 2.3), water-free alternatives are highly recommended [19]. One of the emerging alternatives is supercritical CO₂ [20]. In this case, the CO₂ is pumped directly into the shale formations. As discussed in the literature, there are several benefits to using CO₂ as a fracturing fluid. The main advantages include: (1) elimination of harmful chemical elements, (2) mitigation of formation damages caused by water-based fracturing fluids and rapid cleanup, (3) simultaneous preferential CO₂ adsorption over methane and thus enhanced gas recovery, and (4) storage of the greenhouse CO₂ in the shale formations [21,22]. In order to optimize CO₂ stimulation and storage processes in shale formations, a better understanding of CO₂-shale interactions is needed.

1.3. CO₂ Fluids in the Subsurface

Depending on the temperature and pressure in the reservoir, CO₂ can occur in a gas, liquid, or supercritical state. In subcritical conditions, i.e., those below the critical point (a temperature of 31.1 °C and pressure of 7.38 MPa), CO₂ occurs in a gas or liquid phase [23]. CO₂ in its supercritical phase (above the supercritical point) has high diffusivity, low viscosity, a density close to that of a liquid, high reactivity, and a higher ability to dissolve other substances compared to gaseous or liquid CO₂ [24,25].

The interactions between CO₂-rich fluids and shale rock can lead to changes in the chemical composition (mineralogy), petrophysical (e.g., porosity, permeability), and mechanical (e.g., stiffness, strength) properties of the shale, which in turn may affect the shale’s performance as a sealing layer and the efficiency of shale oil and gas extraction operations. The goal of this review is to present the state of the art in research investigating the interactions between shale and CO₂, to describe how the exposure of typical shale caprocks or reservoir rocks to reactive fluids, such as dry CO₂ and CO₂-saturated brine, will affect the chemical, physical, and mechanical properties of rocks. This is done by combining different investigations on various shale rocks, including experiments and modelling, and critically discussing the results. The recommendations are also highlighted for future studies in this area, especially on experimental procedures for mechanical tests. This paper is divided into three parts. The first part provides a thorough description of shale and its mineralogical, petrophysical, and mechanical properties. The second part describes the physical and chemical mechanisms between CO₂ and shale. In the third part, the effects of these interactions on petrophysical (porosity, permeability, etc.) and mechanical (strength, stiffness, etc.) properties are described.

2. Shale Rock Characteristics

Shale is a laminated or fissile [26] fine-grained detrital sedimentary rock, formed by the consolidation of clay, silt, or mud (Figure 1) [27]; it is also the most abundant sedimentary rock on Earth [28,29,30]. In rock mechanics, shale can be defined as a rock where clay minerals form the load-bearing framework [31,32,33]; however, strictly speaking, freshly deposited clays are not shale. The lithological properties of shale (e.g., the textural properties, elevated capillary entry pressure, and ductility) are mostly controlled by the shale’s mineralogical composition [34]. Moreover, shales are highly inhomogeneous and anisotropic due to their fine laminations and the constitutions of different clay minerals.

2.1. Mineralogical Properties of Shales

The complex and wide variety of composition types among shales can be attributed to their different sources (i.e., different rocks, reliefs, and climate), the degree of weathering (decomposition from the source rock and during transportation), the end-product of weathering and chemical interactions, and biochemical additions [26,35]. Moreover, the alteration of some clay minerals occurs due to chemical diagenesis with an increase in burial depth, creating greater complexity in shale composition. The composition of shale is dominated by clay minerals, which are mostly hydrated aluminium silicate with some replacement by iron and magnesium. Typical minerals in shale include (e.g., [26]) the following:

• Kaolinite [${\mathrm{Al}}_4{\mathrm{Si}}_4{\mathrm{O}}_{10}{\left(\mathrm{OH}\right)}_8$]
• Smectite/montmorillonite [${(\mathrm{Na},\mathrm{Ca})}_{0.33}{(\mathrm{Al},\mathrm{Mg})}_2{\mathrm{Si}}_4{\mathrm{O}}_{10}{\left(\mathrm{OH}\right)}_2{\mathrm{n}(\mathrm{H}}_2\mathrm{O})$]
• Illite [$(\mathrm{K},{\mathrm{H}}_3\mathrm{O}){(\mathrm{Al},\mathrm{Mg},\mathrm{Fe})}_2{(\mathrm{Si},\mathrm{Al})}_4{\mathrm{O}}_{10}(({\mathrm{OH})}_2,({\mathrm{H}}_2\mathrm{O}\left)\right)$]
• Chlorite [~${(\mathrm{Mg},\mathrm{Fe},\mathrm{Al})}_{5-6}{(\mathrm{Si},\mathrm{Al})}_4{\mathrm{O}}_{10}{\left(\mathrm{OH}\right)}_8$]
• Quartz [${\mathrm{SiO}}_2$]
• Potassium/plagioclase feldspars [${\mathrm{KAlSi}}_3{\mathrm{O}}_8{;(\mathrm{Na},\mathrm{Ca}),\mathrm{Al}(\mathrm{Al},\mathrm{Si})\mathrm{Si}}_2{\mathrm{O}}_8$].

Other minerals include biochemical carbonates (e.g., calcite, dolomite) along with iron-bearing minerals (e.g., pyrite, siderite, and hematite). The presence of organic carbon makes certain shale formations potential petroleum (oil/gas) sources and/or reservoirs (gas shale). The exchange of cations in shales commonly occurs in clay minerals, which can be classified by their layered lattice structures. Two-layer (1:1) lattice structures contain one tetrahedral and one octahedral layer (Figure 2), whereas three-layer (2:1) lattice structures are made of one octahedral surrounded by two tetrahedral layers (Figure 3). These layer units are linked together by water or cations. The layer charge depends upon the substitution of cations in the tetrahedral or octahedral sheets [36]. Kaolinite group minerals generally have no (or very little) layer charge, whereas illite typically has a layer charge of less than 1 (0.7–0.9 per O₁₀(OH)₄). Smectite possesses a layer charge between 0.2 and 0.6 per O₁₀(OH)₄. Kaolinite is known as a neutral mineral, and its interlayer spaces are tightly bounded by hydrogen bonds, extending from exposed hydroxyl ions in the octahedral sheet of one layer to the oxygen layers in the tetrahedral sheet of the next layer. Almost no ionic replacement occurs at either the tetrahedral or the octahedral sheets in kaolinite.

In illite, the interlayer space is also bonded by two layers of water and large K⁺ ions, which are not easy to substitute. On the other hand, the interlayer space in smectite generally contains two layers of water and exchangeable cations (Na⁺, Ca⁺²). Due to the low layer charge in smectite, the smectite expands when it comes in contact with fluids with higher fluid activities and is substituted by the cation of preference (e.g., Ca⁺² can be replaced by Na⁺). Smectite lattices shrink when native Na+ is replaced by K+ in its interlayer space.

Therefore, the cation exchange capacity depends on the degree of layer charge and chemical ability to exchange the cation in the interlayer space by foreign cations. The cation exchange capacity (CEC) of clay minerals ranges from 1–10 mequ/100 g for kaolinite to 80–150 for smectites and 120–200 for vermiculites [39]. Depending on the mineralogical composition of shale, its CEC values can differ significantly. However, cationic substitution takes place not only in the interlayer space but also at the tetrahedral or octahedral layer’s lattice. The transformation of clay minerals depends on the cationic transformation/exchange in the layer’s lattice, which appears to occur with exposure to appropriate conditions (e.g., pressure, temperature, and presence of a solution). As mentioned, shales also contain organic carbon. Most shales contain a small percentage (typically less than 10%) of organic matter. Organic matter is a source for a higher porous area within low porosity shales, but this porosity depends on the maturity of the organic matter.

2.2. The Petrophysical and Mechanical Characteristics of Shale

The petrophysical properties of shale include, among others porosity, permeability, grain size and shapes, and a specific surface area. The two most important parameters are porosity and permeability. Pore space (intrinsic void or fractures) are the storage sites for gas/liquid. The porosity of freshly deposited mud can be as high as 70% [40] and can be reduced to about 30% beyond a few hundred meters depth [41] and as low as below 10% at larger depths [42,43]. The porosity of shale depends on the depth of its burial (compaction), as well as its mineralogical composition, texture, and degree of diagenesis. The connective pores, along with existing fractures, create the pathway for fluid migration and thus contribute to the permeability of the rock. The physical and chemical interactions of fluids with shale strongly depend on the shale’s porosity and permeability. Therefore, it is worthwhile to understand permeability when analysing any effect of fluid (such as CO₂) on argillaceous rocks, such as shale. Unfortunately, it is very difficult to achieve reliable permeability measurements for shales, given their fine pore sizes and complex structures [35,44,45]. In addition, the permeability relative to different fluids (gas or liquids) is different for the same rock sample. Shales exhibit very low hydraulic permeability, and this value varies widely, ranging from nanoDarcy (nD) to microDarcy (µD) [46]. The equation derived by Kozneny [47] and later modified by Carman [48] indicates that permeability is a function of porosity, fluid viscosity, grain size and shape, tortuosity, the pressure gradient across a cross-section, and the specific surface area. However, for CO₂ storage integrity, scale-dependent permeability may be worthy of note. Many laboratory-derived permeability measurements underestimate the large (reservoir) scale permeability [49], which can be attributed to the existence of fractures and non-clay minerals [45]. Scale dependency has also been reported by several authors (e.g., Bredehoeft et al. [50], Rudolph et al. [51], and Keller et al. [52]). However, Neuzil [45] showed that the permeability scale-dependence in argillaceous rocks is not present at an intermediate scale, but it may be present at very large regional scale. It is also important to study the fracture network of the sealing material since there is field evidence (e.g., [53]) of fluid movement through fracture networks, which may even lead fluids all the way up to surface (e.g., Bond et al. [54], Ingram and Urai [55], and Lewicki et al. [56]).

A few more physical or mechanical characteristics of shales are worthy of mention, such as capillary entry pressure, strength, stiffness, acoustic velocity and anisotropy [57] (acoustic and strength), wettability, etc. As mentioned earlier, capillary entry pressure is one of the most important properties to ensure that shale is sealed and to quantify the maximum height of the injected CO₂ column that can be held in the reservoir [34,58,59]. A higher capillary entry pressure of shale restricts the movement of the fluid (e.g., CO₂), which in turn restricts the available space for the fluid to react with the shale [59]. The potential leakage of CO₂ through caprock could occur by diffusion, capillary breakthroughs, or by fracture flow; among these mechanisms, the latter two dominate [60,61,62]. These seepages could create potential available space for CO₂–shale interactions inside the shale formation (the seal), in addition to the contact area between the seal and the reservoir. The capillary entry pressure is directly related to the permeability of the shale material, the interfacial tension between the shale wetting fluid and the non-wetting fluid, and the cation exchange capacity [63]. The very low permeability, very small pore throat radius, and higher cation exchange capacity of the shale contribute to a very high capillary entry pressure for any non-wetting fluid to enter into the generally water-wet shale [55,63,64]. The fluid-flow and fluid-recovery efficiency in shale reservoirs can also be affected by shale wettability [65,66,67]. However, the wettability of shale is still ambiguous, ranging from oil-wet to water-wet [66]. This can be modified by the interplay of various factors, such as pH, temperature, and surface access [67]. Since fine-grained sediments (mud/shale) are deposited in a marine environment, the shale is expected to be water-wet [68]. However, the presence of mature organic matter may cause local oil-wet patches [69].

Among the many characterization parameters, stiffness, strength, and acoustic velocities will be briefly discussed in this review article. These parameters are generally related to the porosity, density, mineralogy (mainly clay content), and heterogeneity of shale materials. Stiffness is a very important parameter in geomechanics to understand the deformability of rock and can be obtained from static (stress–strain) or dynamic (acoustic velocities) measurements. The stiffness parameter can bridge the geomechanical parameters and seismic parameters (velocity). The number of stiffness parameters needed to define a rock depends on the rock’s anisotropy. For an isotropic linear elastic material, only two parameters are required to characterize the material: Young’s modulus and Poisson’s ratio or the shear and bulk moduli. However, when the material is anisotropic, the number of stiffness parameters increases significantly (to a maximum of 81). However, shale can be approximated as a transversely isotropic (TI) material where the properties of the rock are similar in two horizontal axes (x- and y-axis) but different from its vertical axis (z-axis) (e.g., x = y ≠ z). The number of the stiffness parameter in the case of TI is 5 (for more details, see Fjær et al. [31]). Very few articles have reported the effects of CO₂ on stiffness parameters. Both the Young’s modulus and Poisson’s ratio were investigated by Agofack et al. [70] and Espinoza et al. [71], but only changes in Young’s modulus was reported by Lyu et al. [72]. More detailed discussions on CO₂‘s effect on shale stiffness are presented in Section 5.2.

The strength of the shale is very important, not only to understand how difficult the shale is to break but also for seal integrity evaluation, well planning, wellbore stability, reservoir compaction, and surface or sea floor subsidence, which has been found to be sensitive to the internal properties of rock or external factors such as composition, organic content, pore pressure, and stress history (e.g., Dewhurst et al. [42]). The strength of shales varies with the direction of measurement (anisotropy), e.g., shales are the strongest at 0° with the bedding direction (measuring the strength across the bedding) and are the weakest at 45–60° with the bedding direction. Strength parameters include UCS (unconfined compressive strength), shear strength, and tensile strength. For more discussions, with a few examples of the effects of CO₂ on shale strength, please see Section 0.

Anisotropy is one of the most widely studied properties (yet to be understood perfectly) of shale. When a rock property (e.g., strength, acoustic velocity, or permeability) varies with the direction of measurement (angle of measurement) with respect to a fixed orientation (e.g., bedding), the sample is said to be anisotropic in that property (e.g., it can have velocity anisotropy or fracture anisotropy). Shales show two types of anisotropy: intrinsic (lithological anisotropy, developed from the preferred orientation of platy clay minerals and the development of thin lamination) and stress-induced anisotropy (anisotropy developed with an increase in stress). There are many articles in the literature discussing strength anisotropy (e.g., Jin et al. [73], Fjær and Nes [74]), where the variation of the strength of the rocks with the angle creates problems, especially in inclined wells (e.g., borehole stability). Few researchers have discussed the effects of stiffness, strength, acoustic velocity, and even fracture anisotropy on CO₂ storage or seal integrity. Bond et al. [54] discussed the influence of fracture anisotropy on CO₂ flow. Cheng et al. [75] and Armitage et al. [76] investigated the effects of permeability anisotropy on buoyancy driven CO₂ flow. Al Ismail et al. [77] investigated the effects of CO₂ adsorption on permeability anisotropy. Taheri et al. [78] made an attempt to investigate the effects of anisotropy and heterogeneity in both the horizontal and vertical directions of layering on the CO₂ dissolution in a saturated porous medium with brine using simulation methods. Lu et al. [79] reported anisotropic strain in response to CO₂ injection, where the strain is always smaller in the direction parallel to the bedding plane.

2.3. Water Sensitivity of Shale Rocks

The main cause of the water sensitivity of shale formations is the presence of swelling clays in their composition. The most common type of swelling clay is smectite. Smectite’s structure consists of 2:1 layers consisting of an octahedral hydroxide sheet sandwiched between two opposing tetrahedral silicate sheets [80]. When the fluid molecules are adsorbed into the interlayer, the interlayer distance d₀₀₁ increases and induces swelling of the material. Ferrage [80] considered four hydration states for smectite:

-

Dehydrated state (d₀₀₁ ~ 9.6–10.7 Å; 0W: no complete water layer);

-

Mono-hydrated state (d₀₀₁ ~ 11.8–12.9 Å; 1W: one complete water layer);

-

Bi-hydrated state (d₀₀₁ ~ 14.5–15.8 Å; 2W: two complete water layers);

-

Tri-hydrated state (d₀₀₁ ~ 18.0–19.5 Å; 3W: three complete water layers);

where Å refers to Ångström (1 Å = 0.1 nanometer). The exposure of shale to fluids with compositions even slightly different from those of in situ pore fluid induces a difference in chemical potential and changes the swelling pressure [81]. Under constant strain conditions, the increase of pressure due to adsorption-induced swelling can be as high as a hundred MPa up to a few GPa [82,83]. If the swelling pressure along with the pore pressure exceed the in-situ stress and particle cementation forces, shale failure will occur.

3. Interactions between CO₂ and Shale

3.1. Processes at the CO₂/Brine Interface

When dry CO₂ is pumped underground, it comes into contact with the reservoir brine. Two processes take place at the brine/CO₂ interface: (1) Water present in the brine evaporates to the CO₂ phase [84], and the concentration of salts in the brine increases. With the progressive evaporation of water, the brine becomes oversaturated with salts, and salt precipitation may occur. (2) CO₂ dissolves in brine. The dissolved CO₂ reacts with water to form carbonic acid, which partially dissociates and forms carbonic (CO₃²⁻), bicarbinate (HCO₃⁻), and hydrongen (H⁺) ions. Due to these dissolution and dissociation processes, the pH of CO₂-rich brine drops. The pH value at equilibrium depends on the partial pressure of CO₂ and on the temperature and salinity of the brine [85,86,87]. These acidic conditions of the pore fluid have the potential to affect the composition of the rock matrix. In addition to CO₂-rich brine, dry CO₂ can also affect the rock microstructure and its mechanical properties via different mechanisms. These interaction mechanisms are described below.

3.2. Shale in Contact with Dry CO₂

3.2.1. Drying

At the dry CO₂/brine interface, water evaporates and mixes with the CO₂ phase. Under downhole conditions, this evaporation and mixing lasts until the CO₂ becomes saturated with water (i.e., reaches equilibrium). The thermodynamics of water partitioning in equilibrium with CO₂ have been described by Spycher et al. [86,88]. The water absorption into CO₂ leads to drying of the surrounding formation fluids [89,90,91,92,93,94]. This drying may affect both the brine present in the pore matrix and the rock matrix itself. The continueous drying of brine, filling pore spaces in the rock matrix, often leads to the oversaturation and precipitation of different minerals in the matrix. It has been found that drying and concommitant salt precipitation may lead to the clogging of an initially very permeable pore matrix, which may eventually result in injectivity problems [89,95,96]. The permeability of nonfractured shale rocks is usually very low, but, as fractures are very abundant in shale rocks, the overal permeability of fractured shales can be significantly affected by the drying and concommitant salt precipitation processes. More specifically, fractures serving as flow conduits may be clogged by the precipitating salts. Nooraiepour et al. [97] studied how fractures in Draupne shale (primary caprocks for Smeaheia CO₂ storage in Norway) clog upon CO₂ induced salt precipitation. The authors showed that the CO₂ phase influences the magnitude, distribution, and precipitation patterns of the salt in fractures. The injection of gaseous CO₂ resulted in larger salt precipitation compared to both the liquid and supercritical CO₂. Miri et al. [92,93] demonstrated the importance of capillary forces on salt precipitation. It has been suggested that drying-induced salt precipitation may have fracture sealing potential [97]. However, it remains unknown whether salt precipitation has any effect on the mechanical properties of shale rocks close to fractures and to to what extent it influences fracture propagation.

Not only interstitial brine but also the rock matrix itself may be affected by drying. Drying may cause rock dessication. It is known that shale dehydration will lead to structural changes like shrinkage and cracking within the shale matrix [24]. This occurs as a consequence of the dehydration of clays, which tends to respond, under volumetric changes (swelling or shrinkage), to changes in brine/water content (wetting and drying) [25]. The integrity and strength of Pierre shales were found to be deterioted by submitting the samples to successive wetting and drying cycles [26,27]. Mugridge and Young [98] observed significant deterioration of mechanical properties, despite negligable mineralogical changes. A reduction in size of the clay aggregates was suggested to contribute to the observed residual strength decrease [27]. The above-described observations were made under ambient conditions. The effect of dry CO₂ on shale dessication and the possibly-induced changes in the mechanical properties of shales under realistic downhole stress conditions seem to be neglected in the literature and are perceived by the authors as a knowledge gap that needs to be filled in order to obtain a better understanding of the interactions between dry CO₂ and shale reservoirs or caprocks. This knowledge gap has already been highlighted by Gaus [28], who suggested using mass balance calculations to answer the question of whether, and under which CO₂ injection conditions, the dessication of the caprock may impair its integrity.

3.2.2. Dissolution of Organic Matter

Another physical process that may affect the microstucture, and thus the mechanical properties, of shale is the dissolution of organic matter (i.e., kerogen) present in the shale matrix. Kerogen is the major organic component of shale rocks and consists of a complex mixture of organic materials. Under a supercritical state (a temperature and pressure higher than 31.1 °C and 7.2 MPa, respectively), CO₂ has been demonstrated to be an excellent solvent for organic compounds [99]. Supercritical CO₂ has a density and dissolving ability similar to those of liquid CO₂, while its diffusivity, viscosity, and surface tension are comparable to those of gas [100]. As such, supercritical CO₂ offers the efficient dissolution and mass transfer of dissolved components [101]. CO₂ is a nonpolar solvent and thus it dissolves readily nonpolar molecules [102]. The dissolution of polar oil components in supercritical CO₂ was, however, enhanced in the presence of polar solvent additives like methanol [102]. In addition, it has been shown that supercritical CO₂ can partially dissolve the kerogen present in shale rocks [100,103]. The supercritical extraction efficiency of kerogen was found to be related to the mineralogical composition and microstructure of shale rocks and was higher for carbonate rich shales [102]. The corelation between kerogen dissolution and changes in the porosity, permeability, and mechanical properties of shale rocks has not yet been well established. It is thus unclear how the long-term exposure of organic matter-rich shales to supercritical CO₂ can affect their mechanical stability.

3.2.3. Sorption of CO₂ on Shale Rocks

This phenomenon has been extensively studied both in the context of enhanced oil and gas recovery and in the context of CO₂ sequestration [20,104,105,106,107,108,109,110]. Heller and Zoback [111] compared the sorption capacity of CO₂ and that of methane on clay minerals (kaolinite and illite) and carbon as a model for shale components. The authors found that the sorption capacity of CO₂ on both minerals and organic matter was 2–3 times higher compared to methane. According to Nuttall et al. [112] and Kang et al. [105], the difference in the sorption capacity between CO₂ and methane can be up to 5–10 times depending on the shale type. Upon the adsorption and absorption of CO₂, shales undergo volumetric changes [79,111], which are proportional to the amount of adsorbed CO₂. For a given amount of adsorbed gas, the magnitude of swelling observed for different shales and shale components is different. The difference in swelling capacity has been attributed to the difference in the stiffness between materials (i.e., the stiffer the material was, the smaller the volume change that was found) [111]. The complexity of the swelling mechanisms of shales upon the adsorption of CO₂ arises from the chemical diversity of shale components. Shale components can adsorb and absorb CO₂ in both physical and chemical manners known as physi- and chemisorption. Figure 4 schematically illustrates the adsorption of CO₂ at mineral grain surfaces, as well as its absorption inside organic matter and clay mineral grains under true dry conditions. The deformation of clay particles and organic matter upon the adsorption of CO₂ is probably the main contributor to global shale volumetric changes when the shale is exposed to CO₂ [111,113,114]. It has been shown that the spacing between the crystalline structure of clay sheets increases upon adsorption of CO₂ [115]. For example, for a single hydrated Na-montmorillonite (with original spacing of d₀₀₁~12.4 Å), the spacing increaed by 0.5 Å, which resulted in a 4% expansion in the direction perpendicular to the clay sheets [116]. The expansion determined for Na montmorillonite clays initially containing a higher fraction of water in the interlayer region has been reported to reach 9% [117]. The magnitude of this so called “crystalline swelling” is also dependent on the type of cation present in the interlayer [115]. Therefore, it is expected that the magnitude of clay swelling inside the shale matrix will be a result of CO₂ adsorption and possible concomitant ion exchange processes.

Molecular dynamic simulations show that the organic matter present in shale rocks (kerogen) undergoes non-negligable deformation upon CO₂ uptake [113,118]. Ho et al. [118] suggest that strong chemo–mechanical coupling exists between the gas sorption and mechanical strain of a kerogen matrix. The authors showed that the kerogen volume can expand by up to 11% upon CO₂ adsorption at around 19 MPa and that gas uptake is enhanced by kerogen swelling [118]. It has also been suggested that the CO₂-induced swelling of clays and kerogen may contribute to the sealing of small fractures and thus to a reduction in the permeability and improved sealing capacity of swelling clay-rich shale rocks [117,119]. However, this hypothesis needs to be experimentally validated. The magnitude of net shale swelling will depend on the ratio between the total content of swelling matter (i.e., the swelling clays and kerogen) and nonswelling matter (e.g., quartz and nonswelling clays) in the shale matrix. The effect of CO₂ sorption-induced swelling on the mechanical properties of shale is, however, unknown. The main difficulty remaining is to decouple sorption from other physicochemical processess (such as the dissolution of minerals) that occur within shales during their exposure to CO₂ or from the processes of pH-induced swelling.

3.3. Shale in Contact with CO₂-Saturated Brine or Wet CO₂

3.3.1. Dissolution of Minerals

When shale comes in contact with CO₂-saturated brine or wet CO₂, the carbonic acid present in the solution starts diffusing into the shale’s pore space. In shale’s composition, there are always some minerals susceptible to carbonic acid’s effects. These minerals may be dissolved and eventually leach out. Shales may have very diverse mineralogical compositions (see Section § 0), but they are most often comprised of quartz, feldspar, clay minerals, carbonates, iron oxides, and other minerals, as well as organic matter (kerogen) [120]. All these minerals can, to some extent, react with acid under very different dissolution rates.

Poorly water soluble carbonates like calcite (CaCO₃), dolomite (CaMg(CO₃)₂), magnesite (MgCO₃), and siderite (FeCO₃) are very susceptible to acid attack and react rapidly with carbonic acid according to Equation (1):

$${\mathrm{MeCO}}_3+{\mathrm{H}}^{+}\to {\mathrm{Me}}^{2+}+{\mathrm{HCO}}_3^{-}$$

(1)

As a consequence of this reaction, carbonate is dissolved, protons are consumed, pH increases, and both metal ions (Me²⁺) and bicarbonate ions (HCO₃⁻) are released into the solution. Lahann et al. [121] showed that carbonate dissolution was one of the first responses resulting from the injection of CO₂ into the New Albany Shale reservoir [121]. The dissolution rates of calcite, dolomite, and magnesite in CO₂-saturated aqueous solutions at partial CO₂ pressure up to 5.5 MPa (pH between 3 and 6) have been well described by Pokrovsky et al. [122] and Golubev et al. [123]. The dissolution rate was found to decrease in the following order: calcite > dolomite > siderite > magnesite [123]. As the carbonate dissolution rates are relatively fast at pH conditions relevant for storage and fracturing, the reactivity of low permeability shales will be, in most cases, transport-controlled. The dissolution and reaction of CO₂ with water, the dissociation of acid, and the diffusion of the dissociated acid to a carbonate substrate are the limiting factors in carbonate leaching [87]. Therefore, any increase in the porosity and permeability of the shale matrix will facilitate carbonate leaching [124]. Carbonate leaching from shale rocks upon exposure to CO₂-saturated brine has been reported by many authors [124,125,126,127]. Armitage et al. [128] exposed “In Salah” caprock samples to CO₂ saturated brine and showed that the caprock experienced a significant increase in porosity and permeability due to the dissolution of its siderite and chlorite minerals. More interestingly, Sanguinito et al. [129] observed the carbonate dissolution in Utica shale upon exposure to dry CO₂. They showed that the presence of interstitial pore water is enough for carbonation processes to occur in shale. Recently, Goodman et al. [130] showed that, by comparing unexposed exposed outcrop Utica Shale samples, both the porosity and the surface area (m²/cm³) significantly increased when exposed to CO₂ and that this effect is higher when exposed to a H₂O + CO₂ solution. Performing relatively similar experiments on Marcellus Shale samples, Kutchko et al. [131] showed that exposure to CO₂ decreases the BET surface area and porosity of a downhole sample; the effect on the outcrop sample was also significant, but sometimes showed an opposite trend. Thus, the physicochemical and mechanical changes in shale rocks saturated with brine exposed to both wet and dry CO₂ should continue to be addressed.

Phyllosilicate minerals are also susceptible to carbonic acid attack. They present a wide range of chemical constituents, including smectites, kaolinite, serpentine, talc, mica, illite, and chlorite minerals, but the common feature for all phyllosilicates is their layered nature. Due to this sheeted structure, their specific surface area is large, which increases their reactivity. In most cases, the dissolution of phyllosilicates is sensitive to pH and increases with a decreasing pH in an acidic environment [87]. Therefore, reactivity increases with an increase in partial CO₂ pressure. The reaction of chlorite, as an example of a phyllosilicate mineral, in the presence of water and carbonic acid is described in Equation (2). Due to the complexity of the structures and pathways by which the dissolution of chlorite and other phyllosilicates may proceed, only a generalized reaction is presented [132,133]:

$${(\mathrm{Fe},\mathrm{Mg})}_5{\mathrm{Al}}_2{\mathrm{Si}}_3{\mathrm{O}}_{10}{\left(\mathrm{OH}\right)}_8+8{\mathrm{H}}^{+}\to 3{\mathrm{SiO}}_{2\left(\mathrm{aq}\right)}+2.5{\mathrm{Fe}}^{2+}+2.5{\mathrm{Mg}}^{2+}+8{\mathrm{H}}_2\mathrm{O}+2{\mathrm{AlO}}_2^{-}$$

(2)

Chlorite dissolution releases silica, iron, and/or magnesium and aluminate ions into the solution. In contrast with other phyllosilicates, the chlorite dissolution rates were found to be independent of pH, with a pH range between 4.2 and 5.3 [132]. Feldspar undergoes hydrolysis, as outlined in Equation (3):

$$2{\mathrm{KAlSi}}_3{\mathrm{O}}_8+{\mathrm{H}}_2\mathrm{O}+2{\mathrm{H}}^{+}{+\mathrm{CO}}_3^{2-}\to 2{\mathrm{K}}^{+}+{\mathrm{CO}}_3^{2-}+{\mathrm{Al}}_2{\mathrm{Si}}_2{\mathrm{O}}_5{\left(\mathrm{OH}\right)}_{(\mathrm{s})}+4{\mathrm{SiO}}_{2\left(\mathrm{aq}\right)}$$

(3)

The substrates of K-feldspar hydrolysis in the presence of carbonic acid are potassium carbonate, silica dissolved in water, and solid kaolinite [134]. Thus, during the hydrolysis reaction, soluble elements (potassium carbonate and silica) are leached out of the rock; only the insoluble kaolinite is left behind. Similar to the reaction with carbonates, feldspar hydrolysis leads to the consumption of acid and the neutralization of pH. The long-term reactive transport modelling of CO₂ in the Nordland Shale caprock at Sleipner, performed by Gaus et al. [135], shows that carbonate dissolution initially dominates, but, in the long term, feldspar alteration is the dominant reaction.

In contrast to carbonates and silicates, the dissolution of quartz is a slow process under CO₂ storage or fracturing conditions. According to Knauss and Wolery [136], the dissolution rates of quartz are independent of pH for pH values lower than 6. This means that increasing CO₂ pressure and thus decreasing pH will not facilitate quartz dissolution [87]. The relatively small quartz grain surface area compared to, for example, feldspar can further slowdown quartz’s dissolution in CO₂-saturated brine. Consequently, the effect of CO₂-saturated brine on quartz is usually assumed negligible.

3.3.2. Precipitation and Reprecipitation of Minerals

The reactions of carbonates and other minerals with CO₂-saturated brine leads to the consumption of proton and thus increases the pH of brine. Along with these pH changes, metal ions are released to the solution, as described in reactions (1)–(3). At relatively high concentrations of metal ions, this increase of pH may lead to the reprecipitation of some minerals [135,137]. The reprecipitation of dolomite, ankerite, siderite, and iron hydroxide was experimentally shown to take place in shales exposed to dry CO₂ or CO₂-saturated brine [121,129,138]. Kampman et al. [138] examined caprock samples recovered from a natural CO₂ reservoir. This reservoir was located at a shallower depth and had a lower pressure than that encountered in reservoirs for geological carbon storage. However, since the reactions between the minerals and CO₂-saturated brines are only slightly affected by pressure, the authors were able to assess the long-term impacts of CO₂-rich fluids on caprock integrity. The authors showed that the caprock, at its interface with the reservoir (up to 7 cm), was depleted of hematite and primary dolomite and that the minerals were reprecipitated in the form of ankerite–dolomite, pyrite, and gypsum. The authors concluded that reprecipitation delays the propagation of the reaction front, which reduces the penetration of carbonic acid into the caprock. It has been suggested that precipitation or reprecipitation of the dissolved minerals within the shale matrix may also lead to the so-called “self-sealing of fractures” and to caprock strengthening [139]. The effects of mineral dissolution and reprecipitation on the pore system and permeability of shale have not yet been well described.

4. Effect of CO₂ on Petrophysical Parameters of Shale

This section focuses on the changes in some selected petrophysical parameters of shale after exposure to CO₂. It is also important to recall the different states of CO₂ while talking about the interactions between CO₂ and shale. Pan et al. [140] showed that supercritical CO₂ has a significantly greater effect on shale than subcritical CO₂. The effects of CO₂–brine–shale interactions on porosity, permeability, pore size, and surface area have been reported by several experimental studies [141,142,143,144,145,146,147]. These interactions trigger dissolution, precipitation, and migration of fine clay grains, which can open or close the pore throats [148]. On the one hand, studies have revealed an increase of total porosity and connective porosity upon CO₂ exposure [140,142,144]; on the other hand, a decrease of porosity and connective porosity/matrix permeability was also reported [140,142,145,146,148,149,150]. The increase in pore volume may be related to the decrease in capillary threshold pressure [144]. However, Lahann et al. [121], Okamoto et al. [151], and Gaus et al. [135] reported that there was no, or very little, change in shale’s pore structure upon CO₂ exposure. Wu et al. [145] explained that this reduction in permeability was dependent on permeability’s initial value in shale and the effective stress. Pan et al. [140] investigated a broad range of pore structure parameter changes under sub and supercritical CO₂ exposure. It is difficult to highlight a single parameter behind the mechanism that decreases or increases the total porosity, pore diameter/width, and connective porosity under CO₂ exposure (especially supercritical CO₂). Dissolution and adsorption-induced expansion are the two most important mechanisms able to alter the pore structure during the interactions between subcritical CO₂ and shales, but these mechanisms may play different roles in pore structure modification [140]. On the one hand, geochemical reactions dissolve and destroy the internal structures of minerals, leading to nanopore enlargement; on the other hand, adsorption-induced expansion leads to volumetric changes, which may alter the pore structure and ultimately narrow the pores [145,146,152]. Lu et al. [79] reported the swelling of shale samples under CO₂ exposure, with an increase and then a drop in stress. This occurs mainly due to a reduction in the surface potential and an increase in the thickness of the surface layer when free CO₂ penetrates into pores or cracks. Clay swelling upon CO₂ exposure, which may be expected to increase sealing capacity, was also reported by de Jong et al. [153], Geisting et al. [117], and Schaef et al. [154]. However, if the swelling stress exceeds the rock strength, it may destroy the sealing capacity [155]. Pan et al. [140] noticed a difference in the changes of pore structures for marine and terrestrial sediments and concluded that more complicated geochemical reactions may exist between shale and CO₂. Moreover, the presence of organic carbon, and its maturity, may affect pore structure modification [156,157]. Since adsorption induced expansion is crucial, it is important to understand the adsorption behaviour of CO₂ on shale. Adsorption of CO₂ can be varied with pore sizes, temperature and pressure which may influence its induced strain in shale nanopores [107,158,159,160,161].

The specific surface area is an important parameter that may be linked to the smaller pores of the sample, whereas larger pores are important for diffusion and gas seepage [140,162]. The specific surface area of shale decreases after supercritical CO₂ treatment [146]. The increase or decrease of total porosity, connective porosity, number of pores, specific surface area, and permeability depends on the mineralogical composition, the state of the CO₂ fluid, and the mechanism acting during CO₂ treatments.

5. The Effect of CO₂ on the Mechanical Properties of Shale Rock

As presented previously, the formation of a CO₂-plume at the reservoir–caprock interface is usually followed by a pressure increase [14], which will affect the caprock’s effective stress and may lead to fault reactivation. CO₂–brine–caprock interactions can therefore cause changes in the mechanical properties of rocks, in terms of their strength, stiffness, and fracture thresholds, which can increase the risk of CO₂ leaking from the reservoir [163,164,165]. These effects have been experimentally investigated on various shale formations and under different exposure conditions in terms of temperature and pressure [24,70,72,166,167,168,169,170,171,172,173,174]. The investigated parameters affected by CO₂ exposure include volume change (swelling), strength, stiffness, Poisson’s ratio, stress thresholds for crack initiation, and crack damage, as well as the brittleness index. The available literature is summarized in

Table 1. Available experiments on the effect of CO₂ on the mechanical properties of shale.

Reference	Shale	Sample Size (mm) and Bedding	Exposure Medium	Test Procedures	Exposure Temperature, Pressure, and Duration	Measured Parameters
Choi et al. [173]	-	D:38; L:70	Water, brine, CO2, CO2–water, CO2–brine	Mechanical and acoustic tests on water/brine saturated samples Other samples put in containers with water or brine Container put in pressure vessel CO2 injected and maintained at desired pressure Increase of temperature After exposure time, samples brought slowly to ambient conditions Samples put in the oven at 105 °C for 24 h to dry Mechanical and acoustic tests performed	80–100 °C, 10 MPa For 14 days	Swelling, UCS (unconfined compressive strength); Acoustic Emission (AE) for stress thresholds (ST) for crack initiation and crack damage; ultrasonic P-wave velocity
Al-Ameri et al. [172]	Overburden shale samples (no indication of the origin and its composition)	D:37; L:53	scCO2	After coring and grinding, samples cleaned with methanol to remove salt deposition Samples dried in an oven at 80 °C under a vacuum Dry samples placed in the aging cells, with a vacuum applied for 3 h. Cells placed inside the oven; temperature increased and maintained at 100 °C for 3 days Gas CO2 injected into the aging cells and pressure increased to 2000 psi (13.8 MPa) 6. Time given for interaction; mechanical and acoustic tests applied to samples under different confining pressures.	100 °C; 13.8 MPa For 30 days	Dynamic Young modulus.
Lyu et al. [166]	Outcrop shale (from Sichuan basin, China), clay fraction: 40%, TOC: 3.35%, initial water content: 15%	D:38; L:78	CO2	Samples placed into a pressure cell CO2 injected and maintained at desired pressure Increase temperature After exposure time, samples brought to ambient conditions Mechanical and acoustic tests	22 °C; 40 °C; 7 MPa For 0, 10, and 20 days	UCS, Young modulus; Brittleness index; AE
Lyu et al. [72,169,174]		D:30; L:60	Dry gCO2–water scCO2–water, sbCO2–brine, scCO2–brine	Procedure not clearly stated, but seems to be similar to that of Lyu et al. [166]	40 °C; 7 MPa; 9 MPa For 10, 20, and 30 days.
Zhang et al. [168]	Outcrop shale (from Sichuan basin, China), TOC: 7.88%, more than 70% of quartz, dolomite, calcite, 8.1% clay.	D:50 L:100	dry, water, brine, CO2–brine,	Pressure reactor filled with brine or water Samples submerged in the reactor CO2 injected to increase the pressure, Reactor placed into a thermostatic water bath for temperature control Samples brought to ambient conditions after exposure time Mechanical and acoustic tests	40 °C 6, 12 MPa For 7 days.
Yin et al. [167]	Organic-rich shale (from Sichuan basin, China)	D:50 L:100 ┴ to bedding	gCO2-water scCO2-water	Sample placed in the pressure cell Vacuum applied CO2 injected to increase the pressure, Increase of temperature Samples slowly brought to ambient condition after exposure time Samples put in sealed bag and filled with helium to prevent oxidizing and humidity effects Mechanical and acoustic tests	38 °C 4, 6, 8, 12, and 16 MPa For 10 days	UCS; Young’s modulus, AE
Ao et al. [171]	Similar to that of Zhang et al. [168]	D:50 L:100 and D:50 L:25 for tensile strength test. ┴ to bedding	scCO2	Samples placed in a high-pressure and sealed reaction cell Increase in temperature for the targeted value within 1h Gas CO2 injected into pressure cell up to the test pressure Samples kept under scCO2 conditions for a predetermined time Samples carefully removed from pressure cell for mechanical testing.	35 °C 15 MPa For 1, 2, 3, 4 and 5 days.	Triaxial compressive strength, elastic modulus, tensile strength measurement on treated and untreated samples
Zou et al. [147]	Lujiaping (LJP) and the Longmaxi (LMX) shales of Sichuan Basin	D:25 L:8	CO2–brine (pH = 3.02–3.34)	Core samples fixed in the CO2 tank Synthetic reservoir brine poured into the tank ScCO2 injected into the tank and pressure increased Time given for reaction	40–120 °C 10, 20, and 30 MPa For 0, 1, and 7 days	Tensile strength, Porosity, Permeability, Frictional coefficient.
Feng et al. [24]	Outcrop shale (from Sichuan basin, China), TOC: 3.8%, moisture content: 1.8%	D:50 L:25 Different bedding orientations	scCO2	Samples placed in the sealed high-pressure container Temperature slowly increased Liquid CO2 slowly injected into the container and compressed to test pressure After saturation time, pressure container slowly depressurized samples brought to ambient condition. Samples immediately submitted to Brazilian tests	40 °C; 10 MPa For 10, 30, and 60 days.	Tensile strength as a function of saturation time and of bedding orientation
Agofack et al. [70]	Draupne shale (from Draupne formation, Norway) with more than 60% clay Porosity: 12% TOC: 6–8% Water content: 6.9%	D:15 L:30 ┴ to bedding	Brine scCO2–brine	Sample placed into a triaxial cell Isotropic stress conditions applied (confining pressure: 20 MPa, pore pressure: 10 MPa) Consolidation under constant confining and pore pressure Application of two unloading/reloading isotropic compression cycles to measure the undrained bulk modulus Flow of CO2-saturated brine (previously mixed in a separate setup) for 12 days Application of similar isotropic cycles (as those of step 4) Application of deviatory stress up to failure.	40 °C; 10 MPa For 12 days.	Undrained bulk modulus, Young modulus, Poisson’s ratio, Skempton coefficient, maximum deviatoric stress, ultrasonic P-wave velocity continuously measured

. CO₂–water and CO₂–brine refer to CO₂ in equilibrium with water or brine, respectively. Except for some experiments, the relevant test procedures are globally similar: After exposing the shale samples in a pressure cell to CO₂, CO₂–water, or CO₂–brine under a controlled pressure and temperature for a given saturation time, the samples are brought back to ambient conditions before mechanical and acoustic testing. It seems like the dynamic properties of shales in Al-Ameri et al. [172] were investigated before the samples were brought to an ambient condition.

In the experiment of Agofack et al. [70], the sample was subjected to an isotropic pressure of 20 MPa and a pore pressure of 10 MPa. The sample was first saturated with brine, and then mechanical cycles were applied. The mechanical cycle consisted of a decrease in confining pressure from 20 MPa to 15 MPa followed by an increase from 15 MPa to 20 MPa under undrained conditions, with a loading rate of 1 MPa/h. A solution of CO₂-saturated brine (CO₂–brine), prepared in a separate setup, was flooded at the same pore pressure (10 MPa) for 12 days, and similar mechanical cycles were applied. One should keep in mind that the test procedure can highly affect the experimental results. Indeed, it has been demonstrated that free CO₂ can emerge from a solution within a sample if the test pressure is lower than the pressure at which the sample was saturated with CO₂-rich brine. The presence of free CO₂ affects the compressibility of the pore fluid and the dynamic stiffness of the porous material [175]. These effects were not discussed in the experiments listed here and are not analyzed in this review.

The novelty of the experimental procedure proposed here, as described and used by Agofack et al. [70], lies in the possibility it gives to expose shale rocks to different saturation fluids (brine, dry/wet scCO₂, or sbCO₂) under a controlled temperature and pressure, without modifying the test exposure conditions prior to mechanical and acoustic measurements of the rock sample. Following that procedure, the sample is placed in a confining chamber under predefined conditions of confining pressure, pore pressure, axial stress, and temperature. Before putting the sample into a rubber sleeve and mounting it into the confining chamber, the lateral surface of the sample is covered by a metal mesh. In addition, two sintered plates are placed on its two sections. The metal mesh and sintered plates are used to enhance the pore fluid distribution across the sections and lateral surface of the sample. A separate new design injection-setup, connected to the pore fluid system of the sample, is used to prepare the CO₂ or the mixture of CO₂–fluid (water, brine, etc.) at a given temperature and pressure. The injection-setup is then used to flow the prepared CO₂ or fluid-rich CO₂ into the sample without modifying the experimental conditions of the sample and pore fluid in terms of its temperature and pressure. Before, during, and after the flow of fluid-rich CO₂, continuous acoustic measurements of compressive and shear wave velocities, as well as some mechanical loadings, are made. Because the only changed parameter during the experiment is the exposure environment, its effect is better monitored. Some new experimental results using low-frequency measurements [175], which are not presented here, revealed that the Young’s modulus of a Draupne shale sample exposed to CO₂ increased by around 2%, while its Poisson ratio remained roughly unchanged.

5.1. Effect of CO₂ on Shale Volume Expansion (swelling) and Brittleness Index

The swelling of shale due to CO₂ adsorption has been confirmed in several investigations [79,109,153,176]. The swelling degree depends on the shale’s initial smectite content and water saturation. According to de Jong et al. [153], maximum expansion up to 2.46% is reached with an initial interlayer spacing of around 11.1 Å. The largest swelling was observed when the shale samples were exposed to CO₂–water [173], probably because under the given conditions of temperature and pressure, the pH of the CO₂–water was lower than that of the CO₂–brine, making the former more aggressive than the latter [177,178]. Several sorption experiments also showed that adsorption-induced swelling reduces the mechanical properties of the shale, including its compressive strength [79,173,179,180]. Among the different definitions for the brittleness index, the following was chosen by Lyu et al. [166] in the analysis of their experimental results, which are highlighted here. The brittleness index (BI) is defined as the ratio of reversible strain over the total strain and is given in Equation (4) [181]:

$$BI=\frac{\mathrm{Reversible}\mathrm{strain}}{\mathrm{Total}\mathrm{strain}}=\frac{DE}{OE}$$

(4)

The experimental data show that the swelling of shale leads either to an increase or decrease in the brittleness index, depending on whether the shale samples are exposed to only CO₂ or to CO₂–water, respectively [72,166]. According to the results of these authors, dry CO₂ seems to induce hardening of the shale material, which is revealed by an increase in the elastic strain or an increase in the brittleness index.

5.2. Effect of CO₂ on Shale Strength, Stiffness, and Poisson’s Ratio

The combined results of the UCS (unconfined compressive strength) and Young’s modulus determinations are presented in Figure 5 as a function of exposure time. The different shale samples were exposed to different solutions of CO₂, including scCO₂, sbCO₂, scCO₂–brine, and sbCO₂–brine (where sc and sb refer to supercritical and subcritical, respectively). These values are normalized by dividing the value at a given exposure time by the value obtained for the non-exposed sample. The normalized numbers, therefore, reflect the percent of reduction. The UCS and Young’s modulus can decrease by as much as 60% after 30 days of exposure depending of the type of the exposure fluid.

5.2.1. Exposure to Dry CO₂

After exposure to dry sub- and supercritical CO₂, the experiments show a gradual decrease in the UCS and static Young’s modulus with saturation time [168,171,173]; they also show a decrease in the dynamic Young’s modulus [172]. An outcrop anisotropic shale from the Sichuan basin in China was exposed for 10 and 20 days to CO₂ and CO₂-water at a temperature of 40 °C under a pressure of 9 MPa. When exposed only to CO₂, the authors reported a gradual reduction of UCS with exposure time, up to 30% after 20 days [166,169]. The Young’s modulus initially showed a reduction up to 36% during the first 10 days of exposure and then started to increase again between 10 and 20 days of exposure [166]. The increase in the Young’s modulus after 10 days of exposure to CO₂ was confirmed by the same authors in subsequent experiments. A gradual decrease in the Young’s modulus was measured within 30 days of exposure to both sub- and supercritical CO₂ [169]. The results show that after 10 days of exposure, both the UCS and Young’s modulus decreased when CO₂-saturation pressure increased from 0 to approximately 12 MPa and then started to increase at a saturation pressure from 12 to 16 MPa [167]. However, when the dry shale samples were exposed to scCO₂ for 2 weeks, the Young’s modulus and Poisson’s ratio were hardly affected. The effect of dry CO₂ on the wet samples seems to be higher than that on the dry samples. This is because, on the dry samples, as presented in the previous sections, the effect of water evaporation and that of pH change due to exposure to CO₂ are absent, so the impact of CO₂ is reduced.

5.2.2. Shale Samples Exposed to CO₂–Water or CO₂–Brine

All experimental tests on the mechanical properties of shales upon exposure to CO₂-saturated fluids showed reduction of their UCS, Young’s modulus, and Poisson’s ratio with exposure time, as presented in Figure 5 [70,72,168,173]. Reductions up to 66% and 56% were, respectively, measured for the UCS and Young’s modulus after 30 days of exposure to the CO₂–water mixture [72]. On similar shale samples exposed to gaseous CO₂- and scCO₂–brine for 7 days, Zhang et al. [168] found reductions up to 32% and 19% for the UCS and Young’s modulus, respectively. In the experiment of Agofack et al. [70], a shale sample was subjected to triaxial loading conditions consisting of 20 MPa of confining pressure and 10 MPa of pore pressure. After consolidation, and prior to the flow of CO₂–brine, two isotropic compression unloading/reloading cycles were applied. After flooding with CO₂–brine for more than 12 days, similar cycles were performed. With the permeability in the range of nD, drained conditions are very difficult to achieve, and all the cycles were considered as performed under undrained conditions.

Agofack et al. [70] also showed a reduction of the Young’s modulus and Poisson’s ratio, while the maximum deviatoric stress (axial stress minus confining pressure) increased after exposure to CO₂–brine. A reduction of the undrained bulk modulus after exposure to CO₂–brine was also reported [70]. The cause of this reduction in the experiment of Agofack et al. [70] could be the combined effect of change in the microstructure due to chemical reactions and that of the compressibility of the pore fluid due to free CO₂ coming out of solution when the pore pressure decreased during the applied cycles [175].

5.3. Stress Thresholds for Crack Initiation and Crack Damage

During the unconfined compressive strength (UCS) tests, the samples were equipped with acoustic emission sensors to record crack initiation and propagation. The signals from the sensors (of ultrasonic frequency) were correlated with the stress state to provide stress thresholds for crack initiation and damage [72,166,167,168]. The results are presented in

Table 2. Stress thresholds for peak strength, crack initiation, and crack damage for samples saturated with different fluids and for different reaction times.

Fluid	Temp. (°C)	Pressure (MPa)	Exposure Time (Days)	Peak Strength (MPa)	Crack Initiation (MPa)	Crack Damage (MPa)	Reference
CO2	40	7	10	40.41	12.77	26.52	Lyu et al. [72]
			20	31.33	15.76	21.93
			30	25.63	19.79	22.09
		9	10	39.05	18.86	31.57
			20	30.71	16.40	26.48
			30	19.99	14.29	19.13
CO2-water	38	4	10	184.23	104.00	167.38	Yin et al. [167]
		6		141.19	101.40	148.96
		8		134.69	93.80	133.82
		12		132.50	64.33	128.62
		16		161.39	124.24	154.50
CO2	40	6	7	209.63	151.59	176.78	Zhang et al. [168]
		12		197.99	152.92	175.13
CO2–brine	40	6	7	147.68	51.88	90.85
		12		150.64	74.95	132.29

for different solutions of CO₂ and different times of exposure. As presented in the previous section, for a given fluid, the peak stress gradually decreases with exposure time. For a given reaction time, it decreases when pressure is increased between 4 and 12 MPa. For a given exposure fluid under constant temperature and pressure, the stress thresholds for crack initiation and crack damage decrease with the exposure time [72]. For a given exposure time, Yin et al. [167] showed that the stress for crack initiation and crack damage decrease with increasing pressure up to 12 MPa and then increase for pressures above 12 MPa. However, the stress thresholds for crack initiation and damage show a decreasing trend with pressure (between 6 and 12 MPa) when exposed to CO₂ or CO₂–brine [168]. In other words, as the pH of a CO₂-rich fluid decreases with an increase of pressure, the solution becomes more acidic and more aggressive and tends to weaken the shale sample by reducing its peak strength, as well as its thresholds for crack initiation and crack damage.

5.4. Tensile Strength and Surface Energy

Brazilian tests (or indirect tensile strength tests) are commonly used to estimate the tensile strength of shale. For a given cylindrical sample of diameter D and thickness h, the following relation is used to calculate the Brazilian splitting tensile strength:

$${\sigma }_t=\frac{2P_{\max }}{\pi Dh}$$

(5)

where P_max is the peak load (in Newton) applied to the sample.

Equations (6) and (7) show a relationship between the tensile stress and the adsorption induced change in surface tension. These relations can be used to explain the weakening effect resulting from the adsorption of CO₂ in shale or clay minerals [164,182]:

$$d\gamma =-{\displaystyle \sum \left({\mathsf{\Gamma }}_{i}d{\mu }_i\right)}$$

(6)

$${\sigma }_t=\sqrt{\frac{2\gamma E}{\pi a}}$$

(7)

where σ_t is the tensile stress at an existing crack tip required to form a new crack surface, E is the Young’s modulus, γ is the surface energy, a is the half crack length, and $d{\mu }_i$ is the change in the chemical potential of the i^th adsorbent component. Equations (6) and (7) refer to Gibbs’ and Griffith’s relations, respectively. According to Equation (6), the replacement of an existing fluid by another fluid with greater chemical potential ($d\mu >0$) results in a decrease of the surface energy. Equation (7) shows that this decrease in surface energy causes a reduction in the tensile stress. In addition, the formation of a new crack surface, like during a Brazilian test, contributes to increasing the crack length and again to the reducing the tensile stress. The strength of the material can then be reduced by replacing an existing adsorbate (e.g., brine) with a more reactive fluid with a greater chemical potential (e.g., CO₂). Thus, a chemical reaction that leads to a decrease of surface energy in the adsorbate–adsorbent system will reduce the tensile strength of the material.

Feng et al. [24] exposed several samples of anisotropic shale from Sichuan in China to scCO₂ for a time period of up to 60 days. After exposure and being returned to ambient conditions, samples with different bedding orientations were submitted to Brazilian testing. The results show a gradual decrease of tensile strength with exposure time, and little effect of bedding orientation was found. These results are similar to those found by other authors [171], as presented in Figure 6. The normalized values, also presented in previous figures, were obtained by dividing the value at a given age of exposure over the initial value (without CO₂). The results of Ao et al. [171] demonstrate a reduction of around 30% for tensile strength after only 5 days of exposure, while the results of Feng et al. [24] show a reduction of around 8% and 45% after 10 and 60 days, respectively. The shale samples of these two investigations were from the same basin but with different total organic content (TOC). The reduction in tensile strength during the first week of exposure seems to be highly correlated with the TOC. In contrast, the results of Ojala [183] did not show any effect of CO₂ on the tensile strength after exposure of Pierre shale to water and CO₂-water for one week. Based on the surface energy theory presented in Equations (6) and (7), the results of Figure 6 seem to demonstrate that new cracks were formed within the shale specimens upon their exposure to CO₂.

The Brazilian splitting modulus, which shows the ability of shale to resist elastic deformation, was also measured; a continuous decrease with exposure time was observed, and little effect with bedding orientation was found [24].

6. Concluding Remarks

The interactions of shale with CO₂ are a complex phenomenon. This complexity arises not only from the diversity of the mineralogical composition of shale rocks but also from their variety of possible interaction mechanisms. A summary of the possible CO₂–shale interaction mechanisms discussed in this paper is presented in Figure 7.

Both physical and chemical processes can affect shale’s composition, petrophysical parameters, and mechanical behavior at different scales, from nano to macro. The main processes accompanying the exposure of shale to wet CO₂ or CO₂-saturated brine include the mineral dissolution, precipitation, and reprecipitation of some minerals, as well as volume change in clays resulting from pH and ion concentration changes. Upon exposure to dry CO₂, the main processes occurring in shale rocks include shale dehydration, mineral precipitation, dissolution of organic matter (such as kerogen), and the adsorption of CO₂. The combination of these processes shows a significant reduction in the mechanical properties of shales in terms of its strength, stiffness, and Poisson’s ratio, as well as the stress threshold for crack initiation and crack damage. The largest reductions were measured on wet samples exposed to dry supercritical CO₂ or scCO₂-saturated brine. The interaction mechanisms underlying the observed changes were, however, not always experimentally addressed. Presently, the effect of dry CO₂ on shale desiccation, as well as the effect of supercritical CO₂ on kerogen dissolution, and their consequences on porosity, permeability, as well as their mechanical properties, are still not well understood. Multidisciplinary studies are needed to link observed mechanical changes with physicochemical changes in shales. It seems crucial that the interactions of shale with CO₂-saturated brine and dry subcritical or supercritical CO₂ need to be better described to obtain a complete picture of the potential failure mechanisms. These comprehensive studies should include both batch and flow conditions to mimic equilibrium conditions and far-from-equilibrium conditions. To access the mechanical effects upon exposure to CO₂, the available experimental procedures need to be improved. In the majority of investigations, the exposure conditions, in terms of their temperature and pressure, are disturbed before any mechanical measurements, which, by affecting the microstructure of the sample, can add errors to the resulting interpretations. In addition, sample variability should also, as far as possible, be avoided. The experimental procedure should then be as follows: The sample should first be put under in situ conditions in terms of temperature and pressure, and then a fluid similar to its initial pore fluid should be used for re-saturation. After consolidation, the dry CO₂ or CO₂-rich pore fluid should be flooded without modifying either the sample or the stress and temperature conditions. During these phases, measurements should be made continuously either by using acoustic waves or by applying mechanical cycles on the sample with a stress amplitude less than 1 MPa (to limit mechanical cycle-induced damage).