2021
DOI: 10.1016/j.mtcomm.2021.102529
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Structural, elastic and thermodynamic properties of YRh: DFT study

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Cited by 15 publications
(10 citation statements)
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“…4, we observe clearly that the crystal density ρ of GaSb semiconducting material increases with increasing of pressure. Similar qualitative behaviors have been reported for the crystal density ρ versus pressure for cubic zinc-blende AlP semiconducting compound [3], B x Al 1-x Sb ternary alloys [22], (B2-type) Yttrium-Rhodium (YRh) rare earth intermetallic compound [32], cubic zinc-blende thallium phosphide (TlP) compound [33], and cubic zinc-blende boron phosphide (BP) compound [34]. The crystal density ρ of GaSb material started with the value 5.283 g/cm 3 at zero-pressure, and it reaches the value of 5.652 g/cm 3 at 3.5 GPa.…”
Section: Hydrostatic Pressure Effectsupporting
confidence: 80%
“…4, we observe clearly that the crystal density ρ of GaSb semiconducting material increases with increasing of pressure. Similar qualitative behaviors have been reported for the crystal density ρ versus pressure for cubic zinc-blende AlP semiconducting compound [3], B x Al 1-x Sb ternary alloys [22], (B2-type) Yttrium-Rhodium (YRh) rare earth intermetallic compound [32], cubic zinc-blende thallium phosphide (TlP) compound [33], and cubic zinc-blende boron phosphide (BP) compound [34]. The crystal density ρ of GaSb material started with the value 5.283 g/cm 3 at zero-pressure, and it reaches the value of 5.652 g/cm 3 at 3.5 GPa.…”
Section: Hydrostatic Pressure Effectsupporting
confidence: 80%
“…2 -Crystal density as a function of pressure for CaX (X  Se, Te) compounds, along that of CaS compound [16] It is found from Fig. 2 that the variation of the crystal density ρ against pressure reported for CaSe and CaTe compounds is similar to those observed for other materials versus pressure as per literature [17][18][19].…”
Section: Crystal Densitymentioning
confidence: 56%
“…Microhardness is one of the most parameters used in the characterization of solids; it is related to the valence electron density, the ionicity, and the bond-length [35]. It can be noted also that the microhardness of real crystal is very strongly affected by the presence of dislocations and other point defects [35].…”
Section: Elastic Moduli and Microhardnessmentioning
confidence: 99%
“…Although several theoretical works [14], [15], [16], [17] have been published on the elastic constants of the CZTS compound, unfortunately, none of them predicted the microhardness of this material. Theoretically, the Vickers hardness HV can be calculated from the following empirical expression [24], [35]: HV = 0.92 k 1.137 G 0.708 , where k= G/B is the Pugh's ratio. The microhardness is expressed as a function of the aggregate Young modulus E and Poisson ratio νas follows [36]:…”
Section: Elastic Moduli and Microhardnessmentioning
confidence: 99%