1974
DOI: 10.1029/jb079i008p01156
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Some remarks on the redundancy checks for cubic crystals

Abstract: Invariant relations derived from the general theory of elasticity are discussed in terms of their usefulness for the redundancy checks of the elastic constants and their pressure derivatives. An averaging formula is proposed to calculate the bulk modulus Ks and its pressure derivative Ks′ for a cubic crystal. Application to MgO data gives consistent values for ks′ from different sets of data measured by the same technique despite discrepancies in elastic constant data themselves.

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Cited by 46 publications
(1 citation statement)
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“…For TiO,, recent measurements have been made to 20 Kb . Further, it is clear from discordant measurements of the same material that at least some ultrasonic techniques involve unrecognized systematic errors (Spetzler & Anderson 1971;Mao 1974a), of the order of 10 per cent or more for pressure derivatives. Finally, note that K' may be more susceptible to experimental errors than p' since it is determined less directly.…”
Section: Pressure Derivativesmentioning
confidence: 99%
“…For TiO,, recent measurements have been made to 20 Kb . Further, it is clear from discordant measurements of the same material that at least some ultrasonic techniques involve unrecognized systematic errors (Spetzler & Anderson 1971;Mao 1974a), of the order of 10 per cent or more for pressure derivatives. Finally, note that K' may be more susceptible to experimental errors than p' since it is determined less directly.…”
Section: Pressure Derivativesmentioning
confidence: 99%