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May 10, 2026Crystallography Reports0 citations

Computer Simulation of Rare-Earth Molybdate Crystals of the R5Mo3O16 Family: I. Diffusion and Microscopy of Ion Transport in Nd5Mo3O16+δ (0 ≤ δ ≤ 0.7)

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AIA. K. Ivanov-Schitz

Key Points

  • This research aims to explore the ion transport mechanisms in Nd5Mo3O16+δ crystals at various temperatures and compositions.
  • Utilized molecular dynamics simulations to analyze ion transport mechanisms over a range of temperatures (T > 800 K).
  • Measured diffusion coefficients of oxygen ions based on variations in stoichiometric composition (0 ≤ δ ≤ 0.7).
  • Examined the crystallographic positions and movements of different types of oxygen anions (O1, O2, O3).
  • At 1500 K, the diffusion coefficient for Nd5Mo3O16+0.7 reached DO ~ 1.4×10–6 cm2/s.
  • O2-type ions moved an average distance of ~4–5 Å during the simulation time of 400–600 ps.
  • O3-type ions showed translational movement with a total displacement of approximately ~6 Å through several intermediate positions.

Abstract

The ion transport in Nd5Mo3O16+δ (0 ≤ δ ≤ 0.7) crystals was studied using the molecular dynamics method. It was shown that ion transport is possible in the molybdates at elevated temperatures (T > 800 K), caused by the transport of different types of oxygen ions located in different crystallographic positions. Noticeable diffusion is observed in samples with deviations from the stoichiometric composition: at 1500 K, the highest values of the diffusion coefficients for crystals with δ = 0.7 are DO ~ 1.4×10–6 cm2/s. Ion transport involves both oxygen anions in the main positions of types O1 (to a smaller extent) and O2, as well as additional (superstoichiometric) oxygen anions of the O3 type. The hopping mechanism is described by “jumps” over distances from ~1.5 to ~2.5 Å. O2-type ions can move by ~4–5 Å for a simulation time of 400–600 ps, while O3-type ions undergo translational movement with jumps through several intermediate positions with a total displacement of ~6 Å.

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Cite This Study

A. K. Ivanov-Schitz (2026) studied this question.

synapsesocial.com/papers/6a00205ec8f74e3340f9b51bhttps://doi.org/10.1134/s1063774525601947
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