2020
DOI: 10.1016/j.jmrt.2020.11.055
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A DFT study of structural, magnetic, elastic and optoelectronic properties of lanthanide based XAlO3 (X=Nd, Gd) compounds

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Cited by 74 publications
(25 citation statements)
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“…The elastic coefficients are used to determine various solid characteristics such as ductility or brittleness, structural stability, and anisotropy. The materials' reaction to given forces is represented by elastic stiffness constants 40 . Table 4 indicates the estimated values of Young's moduli ( Y ), anisotropy ( A ), shear moduli ( G ), bulk moduli ( B ), and Poisson's ratios ( χ ) for Sr 2 LaNbO 6 and Sr 2 LuNbO 6 by utilizing C ij . Bgoodbreak=C11+2C123 GRgoodbreak=5C44()C11goodbreak−C124C44+3()C11goodbreak−C12 Gvgoodbreak=15()c11goodbreak−c12goodbreak+3c44 Sgoodbreak=Gv+GR2 Ygoodbreak=9italicSB0.25em3B+S normalχgoodbreak=3B2S2()3Bgoodbreak+S …”
Section: Resultsmentioning
confidence: 99%
“…The elastic coefficients are used to determine various solid characteristics such as ductility or brittleness, structural stability, and anisotropy. The materials' reaction to given forces is represented by elastic stiffness constants 40 . Table 4 indicates the estimated values of Young's moduli ( Y ), anisotropy ( A ), shear moduli ( G ), bulk moduli ( B ), and Poisson's ratios ( χ ) for Sr 2 LaNbO 6 and Sr 2 LuNbO 6 by utilizing C ij . Bgoodbreak=C11+2C123 GRgoodbreak=5C44()C11goodbreak−C124C44+3()C11goodbreak−C12 Gvgoodbreak=15()c11goodbreak−c12goodbreak+3c44 Sgoodbreak=Gv+GR2 Ygoodbreak=9italicSB0.25em3B+S normalχgoodbreak=3B2S2()3Bgoodbreak+S …”
Section: Resultsmentioning
confidence: 99%
“…A material is considered stable if its values fall between 0.9 and 1.0; [25] however, the range 0.80-0.90 is considered the most favorable range for the stability of perovskites compounds. [26,27] Both K 2 GaAgCl 6 and Cs 2 GaAgCl 6 have τ values of 0.82 and 0.89, respectively, that proved stability for both HDPs in cubic phase (see Table 1).…”
Section: Resultsmentioning
confidence: 99%
“…The unit cell of the crystal contains two parts in FP-LAPW approach: muffin-tin region and interstitial region. The wave function and potential are extended outside the atomic sphere on plane wave basis and inside the atomic sphere on spherical harmonic basis [18,19]. The equation for potential in both regions is written as:…”
Section: Methods Of Calculationmentioning
confidence: 99%