Literature DB >> 31497681

Prediction of the Reactivity of Argon with Xenon under High Pressures.

Xiao Z Yan1,2, Yang M Chen1,2, Hua Y Geng1.   

Abstract

Pressure significantly modifies the microscopic interactions in the condense phase, leading to new patterns of bonding and unconventional chemistry. Using unbiased structure searching techniques combined with first-principles calculations, we demonstrate the reaction of argon with xenon at a pressure as low as 1.1 GPa, producing a novel van der Waals compound XeAr2. This compound is a wide-gap insulator and crystallizes in a MgCu2-type Laves phase structure. The calculations of phonon spectra and formation enthalpy indicate that XeAr2 would be stable without any phase transition or decomposition at least up to 500 GPa.

Entities:  

Year:  2019        PMID: 31497681      PMCID: PMC6713989          DOI: 10.1021/acsomega.9b00638

Source DB:  PubMed          Journal:  ACS Omega        ISSN: 2470-1343


Introduction

Due to the stable closed-shell electronic configuration, noble gas (NG) elements (e.g., He, Ne, Ar, Kr, and Xe) were historically believed to be chemically unreactive. However, Pauling[1] predicted that Xe and Kr may bond to electronegative atoms, which was proved experimentally by Bartlett[2] with the synthesis of the first NG compound XePtF6. This seminal discovery leaded to a recognized renaissance in NG chemistry in the past few decades.[3−5] Under ambient conditions, the heavier NG element Xe and, to some extent, Kr and Ar have been known to be oxidized by halogen and oxygen, forming halide and oxide compounds, respectively.[6−8] Under high pressures, the reactivity of NGs was drastically altered. On one hand, application of high pressure makes NGs easier to be oxidized; for example, NGs can be oxidized not only by fluorine[9−12] and oxygen[13−16] but also by nitrogen[17] and sulfur,[18] and even metal elements such as iron and nickel.[19] Theoretical predictions revealed that Xe reacts with S and N at 146[17] and 191 GPa,[18] respectively. Direct reactions of Xe with Fe/Ni were predicted to occur under the pressures of Earth’s inner core.[19] A subsequent experimental study reported the synthesis of a XeNi compound at a pressure around 150 GPa.[20] Of special attention, the Fe/Ni atoms in the XeFe/Ni compounds play the role of anions instead of cations that behave as usual metals. In addition, Xe has also been observed to react with water ice at pressures above 50 GPa.[21] In these NG compounds, Xe bonds to other elements chemically by sharing its closed-shell electrons. On the contrary, NG elements can also become oxidants and gain electrons from alkali and alkaline earth metals such as Li,[22] Cs,[23] and Mg.[24] On the other hand, NGs also form van der Waals (vdW) compounds under lower pressures wherein the NG atoms do not lose or gain electrons. For instance, the Laves phase compounds NeHe2,[25] Ar(H2)2,[26] ArHe2,[27] Xe(O2)2,[28][28] and Xe(N2)2[29,30] can be synthesized at pressures of a few gigapascals. The stabilities of such compounds can be explained in terms of packing rules analogous to binary crystals of hard spherelike particles for intermetallic compounds. Other classes of vdW compounds have also been discovered. The structure of (N2)6Ne7[31] can be viewed as a clathrate with the centers of the N2 molecules forming distorted dodecahedron cages, each enclosing 14 Ne atoms. XeHe2[32] stabilizes at 12 GPa, adopting a hexagonal AlB2-type structure. Some other stoichiometries such as the XeH2O,[33] XeH2,[34−36] and HeH2O[37,38] systems have also been observed. The origin of the stability for these compounds was not well understood. In a few cases, unexpected chemistry in Xe–F compounds stabilized by covalent XeXe bonding[9] and in the Na2He compound stabilized by long-range Coulomb interactions[39] has also been reported recently. It is obvious that the bonding of NGs in compounds under high pressures exhibits strong uncertainty, which provides a broad scenario waiting for further investigation. In this paper, we theoretically explore the phase diagram and bonding of the XeAr binary system under high pressures. Our results demonstrate the existence of a XeAr compound with the stoichiometry of XeAr2.

Results and Discussion

To obtain the most energetically favorable structures for the XeAr binary system, the stoichiometries of XeAr (n = 1–8) containing up to 4 formula units (fu) per simulation cell are systematically searched under pressures of 0, 100, 200, and 500 GPa. The calculated formation enthalpies (Hf) of each stoichiometry at different pressures are shown in the form of convex hulls as depicted in Figure . From this figure, the thermodynamic stability of XeAr can be determined. The results indicate that each stoichiometry of XeAr has a small positive Hf at 0 GPa. As the pressure increases to 100, 200, or 500 GPa, the convex hulls are dominated by a well-developed minimum at XeAr2 stoichiometry, indicating that only XeAr2 is stable against decomposition into elemental Xe and Ar. The other stoichiometries are thermodynamically unstable due to the fact that the increase of pressure would promote their formation enthalpies to be larger positive values.
Figure 1

Formation enthalpies (Hf) of XeAr (n = 1–8) with respect to decomposition into constituent elemental solids under different pressures. Solid lines denote the convex hull, where the data points located on represent stable species against any type of decomposition. Inset: Pressure-dependent formation enthalpy of XeAr2 obtained with (Perdew–Burke–Ernzerhof (PBE) + D2) and without (PBE) vdW corrections.

Formation enthalpies (Hf) of XeAr (n = 1–8) with respect to decomposition into constituent elemental solids under different pressures. Solid lines denote the convex hull, where the data points located on represent stable species against any type of decomposition. Inset: Pressure-dependent formation enthalpy of XeAr2 obtained with (Perdew–Burke–Ernzerhof (PBE) + D2) and without (PBE) vdW corrections. The stable XeAr2 compound is predicted to crystallize in the MgCu2-type Laves phase structure (Figure a), wherein the Xe atoms occupy the Mg (8a) sites, forming a diamond-type sublattice, and the Ar atoms reside in the voids of the Xe framework, occupying the Cu (16d) sites. At 100 GPa, the lattice parameter of XeAr2 is 7.08 Å in the unit cell. By representing its constituents as hard spheres, the stability of AB2-type Laves phase can be understand by the packing rule, i.e., a hard-sphere radius ratio RA/RB close to 1.25 will achieve the maximum packing efficiency (0.71%) when crystallized in Laves phase.[40] The ratio RA/RB of XeAr2 is 1.13, which is close to the ideal value of a Laves phase. Our structural search simulations reveal that the increase of pressure will further stabilize the Laves phase XeAr2, instead of any phase transition or decomposition, which is in sharp distinction with other NG compounds such as XeHe2,[32] NeHe2,[27] and ArHe2.[27]
Figure 2

(a) Crystal structure of XeAr2. The big and small spheres represent Xe and Ar, respectively. (b) Pressure-dependent band gap of XeAr2 and Xe (face-centered cubic). (c) Pressure-dependent Bader charge on the Xe atoms in XeAr2. (d) Electron localization function (ELF) of XeAr2 at 500 GPa.

(a) Crystal structure of XeAr2. The big and small spheres represent Xe and Ar, respectively. (b) Pressure-dependent band gap of XeAr2 and Xe (face-centered cubic). (c) Pressure-dependent Bader charge on the Xe atoms in XeAr2. (d) Electron localization function (ELF) of XeAr2 at 500 GPa. The inset of Figure shows the pressure-dependent formation enthalpy of MgCu2-type XeAr2 wherein it is shown that XeAr2 becomes stable at 1.1 GPa. The effect of vdW interactions on the stability of XeAr2 is also calculated by using the PBE-D2 method.[41] The results indicate that the stable pressure shift to 2.6 GPa with the inclusion of vdW corrections. To determine the dynamical stability of MgCu2-type XeAr2, the phonon dispersion spectra are calculated based on the quasi-harmonic model, and the selected results are shown in Figure . It is found that XeAr2 is dynamically stable without showing any imaginary phonon frequency in the pressure range from 10 to 500 GPa.
Figure 3

Phonon dispersion spectrum of XeAr2 at 10 and 500 GPa.

Phonon dispersion spectrum of XeAr2 at 10 and 500 GPa. It is known that the Gibbs free energy (G = H – TS) reduces to enthalpy (H = U + pV) when temperature is 0 K. The formation enthalpy of a compound is determined by the relative internal energy ΔU and pΔV terms with respect to elemental solids. Figure displays the calculated pressure-dependent ΔU and pΔV of XeAr2. It is shown that the large gain in negative pΔV term effectively tunes the formation enthalpies to be negative, although the relative internal energies ΔU are positive at 0–150 GPa, leading to the reaction of Xe with Ar above 1.1 GPa. The negative pΔV of XeAr2 is attributed to the smaller volume compared to the mixing volume of elemental Xe and Ar. For comparison, we also calculated the pressure-dependent pΔV for MgCu2-type XeS2[18] and AlB2-type XeHe2.[32] As shown in Figure , the pressure-dependent pΔV of XeS2 is similar to that of XeAr2, both being negative in the whole pressure region considered. However, for XeHe2, the values of pΔV are negative under low pressures but positive under high pressures. This discrepancy leads to different results of stability, i.e., the MgCu2-type XeS2 and XeAr2 become energetically more favorable under high pressures, whereas the AlB2-type XeHe2 will decompose when the pressure increases to 307 GPa.[32]
Figure 4

Pressure dependence of ΔH, ΔU, and pΔV of relevant compounds.

Pressure dependence of ΔH, ΔU, and pΔV of relevant compounds. To study the electronic properties, we calculate the projected density of states (PDOS) under high pressures. As shown in Figure , XeAr2 is a wide-gap insulator under low pressures. At 10 GPa (Figure a), the band gap is about 8 eV. The states of Ar 3s and 3p and Xe 5s and 5p are highly localized, suggesting a weak atomic interaction in XeAr2. The calculated pressure-dependent band gaps of XeAr2 in comparison to those of elemental Xe[42] are presented in Figure b. It is shown that the gap of XeAr2 decreases more slowly than that of Xe. XeAr2 metallizes at approximately 500 GPa, which is substantially higher than that of Xe (∼130 GPa). At 500 GPa, the PDOS plotted in Figure b shows that the electronic states are wildly broadened, indicating that the relevant valence electrons become more delocalized. The PDOS also reveal a significant overlap between the 5p states of Xe and 3p states of Ar. Additionally, Bader analysis[43] reveals a charge transfer of 0.43 e/atom from Xe to Ar at 500 GPa (Figure c). These features of electronic properties indicate that strong chemical interactions may exist in XeAr2 under high pressures.
Figure 5

(a, b) Projected density of states (PDOS) of XeAr2 at 10 and 500 GPa. (c) Crystal orbital Hamilton population (COHP) plots for nearest-neighboring Xe–Ar, Xe–Xe, and Ar–Ar pairs at 500 GPa.

(a, b) Projected density of states (PDOS) of XeAr2 at 10 and 500 GPa. (c) Crystal orbital Hamilton population (COHP) plots for nearest-neighboring XeAr, XeXe, and ArAr pairs at 500 GPa. The fact that both Xe and Ar possess closed-shell electronic structures makes them chemically inert at ambient conditions. In the XeAr2 compound, the atoms are bound by vdW forces under low pressures. At 500 GPa, the nearest-neighbor XeXe, XeAr, and ArAr distances in XeAr2 are 2.56, 2.45, and 2.09 Å, respectively. It appears that these atomic distances are close enough for them to form covalent bonds compared with the proposed covalent radii of Xe (1.40 Å) and Ar (1.06 Å) atoms.[44] To detect the chemical bonding in XeAr2, we calculate the crystalline orbital Hamiltonian population (COHP) for nearest-neighboring XeXe, XeAr, and ArAr pairs. As can be seen from Figure c, the contributions from bonding states are larger than those from antibonding in the occupied states of the XeXe pair. As a result, the integrated COHP (ICOHP) up to the Fermi level is −1.20 eV/pair for bonded XeXe. In the view of crystal orbital Hamilton populations,[45] this value suggests a conspicuous contribution of the XeXe contact to the band energy and always relevant to covalent bonding. In addition, we also calculate the electron localization function (ELF).[46] As a rule, an ELF value larger than 0.5 usually corresponds to covalent bonds. However, some untypical covalent bonds have been found to have lower ELF values.[47−49] As displayed in Figure d, the obtained ELF value between the nearest Xe atoms in XeAr2 at 500 GPa is 0.5, which also suggests the possible presence of covalent XeXe bonds. With regard to the XeAr pair, the COHP plots show large occupation of the antibonding states and the ICOHP up to the Fermi level is −0.36, suggesting a weak atomic bonding. The obtained smaller ELF values (0.32) between the neighboring XeAr atoms also confirm this. For the neighboring ArAr pair, the obtained ICOHP is only −0.07, indicating nonbonding interaction between the relevant atoms.

Conclusions

In summary, we have theoretically explored the stability of XeAr (n = 1–8) under high pressures up to 500 GPa using the effective CALYPSO structure searching method combined with first-principles calculations. The results shown that Xe reacts with Ar at a pressure as low as 1.1 GPa, producing a MgCu2-type Laves phase XeAr2 compound. This compound is a wide-gap insulator that would metallize at about 500 GPa. Analysis of the electronic structures and COHP under 500 GPa suggests a possible presence of covalent XeXe bonds in XeAr2. Our results shed light on the chemical bonding between NG elements and enrich the NG chemistry.

Computational Details

We perform a systematic structural search for the XeAr binary system based on a particle swarm optimization methodology as implemented in the CALYPSO code,[50,51] which has been successfully employed in predicting a large variety of crystal structures.[9,17−19,52−58] The underlying total energy calculations and structural relaxations are carried out within the framework of density functional theory using the projector augmented wave method[59] as implemented in the VASP code.[60] We adopt the Perdew–Burke–Ernzerhof of generalized gradient approximation[61] to describe the exchange–correlational functional. The electron-ion interaction is described by pseudopotentials with 5s25p6 and 3s23p6 as valence electrons for Xe and Ar, respectively. The use of a cutoff energy of 650 eV and dense enough k-point sampling grids gives excellent convergence of the calculated enthalpy (<1 meV/atom). The dynamical stability of predicted structures is determined by phonon calculations using the finite displacement approach as implemented in the Phonopy code.[62] To quantify the chemical bonding, the crystal orbital Hamilton population (COHP) is calculated by using the program Local-Orbital Basis Suite Towards Electronic-Structure Reconstruction.[45,63]
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