J Phy Opt Sci 2021
DOI: 10.47363/jpsos/2021(3)157
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Mechanical Properties and Thermodynamic Parameters of Sr2 RuO4 and Sr2 RuO2 F2 Compounds under Pressure and Temperature Effects: Voigt–Reuss–Hill Approximations and Debye Model

Abstract: We present a first-principles study of the elastic and thermodynamic properties of the Sr2 RuO4 -xFx alloy (x = 0, 2). Computations are carried out using the WIEN2K code based on a non-relativistic full–potential linearized augmented plane wave (FP-LAPW) method within the density functional theory (DFT). The Voigt–Reuss–Hill approximation method is applied to analyze the elastic constants, Poisson ratio, bulk, shear, and Young modulus at zero pressure and temperature using ELASTIC 1.0 software. The Sr2 RuO4 an… Show more

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Cited by 6 publications
(9 citation statements)
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“…The Sr 2 RuO 2 F 2 quaternary alloy, with a tetragonal crystal structure, is the subject of our extensive research regarding its mechanical properties. The stiffness matrix will be defined by the nine independent elastic constants specific to that material and crystal structure [39,40]:…”
Section: Mechanical Features: Vrh Approximationmentioning
confidence: 99%
See 1 more Smart Citation
“…The Sr 2 RuO 2 F 2 quaternary alloy, with a tetragonal crystal structure, is the subject of our extensive research regarding its mechanical properties. The stiffness matrix will be defined by the nine independent elastic constants specific to that material and crystal structure [39,40]:…”
Section: Mechanical Features: Vrh Approximationmentioning
confidence: 99%
“…Pursuant to the Born-Huang stability criteria, which are both necessary and sufficient for a tetragonal system, a structure that is mechanically sound must fulfill the following requisites [39,40]:…”
mentioning
confidence: 99%
“…Computations of stain-stress tensors are established resting on Hooke's law (σ ij = C ijkl ε kl ), where σ ij represents the stress tensor, C ijkl is the elastic constant tensor, and ε kl is the Lagrangian strain tensor. The fundamental Hooke's law for Cs 2 PdBr 6 (Fm ̅ 3 m N°225) can be written as follows [34]: For Cs 2 PdBr 5.7504 I 0.2496 , Cs 2 PdBr 5.7504 Ag 0.2496 and Cs 2 PdBr 5.7504 B 0.2496 (P4mm N°99) structures, the Hooke's law is given by [39]: Where σ i and t i are the normal and shear stresses, respectively. ε i and g i are the normal and shear strains, respectively.…”
Section: Mechanical Stabilitymentioning
confidence: 99%
“…The Debye temperature is a special temperature of solids which exhibits the temperature at which the atomic vibrations of material reach their maximum of possible modes [48]. It is a proper estimation of the rigidity of solids [49].…”
Section: 22 Debye Temperaturesmentioning
confidence: 99%