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C. Menon, R. Rao (1972)
Lattice dynamics, third order elastic constants and low temperature lattice thermal expansion of zirconiumJournal of Physics and Chemistry of Solids, 33
Y. Nakagawa, K. Yamanouchi, K. Shibayama (1973)
Third‐order elastic constants of lithium niobateJournal of Applied Physics, 44
R. Rao, C. Menon (1973)
Lattice Dynamics, Third-Order Elastic Constants, and Thermal Expansion of TitaniumPhysical Review B, 7
K. Brugger, T. Fritz (1967)
Grüneisen Gamma from Elastic DataPhysical Review, 157
R. Rao, C. Menon (1973)
Phonon dispersion relations and thermal expansion of erbiumJournal of Applied Physics, 44
V. Ramachandran, R. Srinivasan (1972)
Generalised Gruneisen parameters of elastic waves in calcite and its thermal expansionJournal of Physics and Chemistry of Solids, 33
R. Rao, R. Srinivasan (1968)
Calculation of the Generalized Grüneisen Parameters for Acoustic Waves in Uniaxial Crystals from the Third Order Elastic ConstantsPhysica Status Solidi B-basic Solid State Physics, 29
The generalized Gruneisen parameters of elastic waves propagating in different directions in lithium niobate are calculated from the measured second- and third-order elastic constants. There are a large number of longitudinal acoustic gammas that are negative. Some of the transverse elastic gammas are also negative, in particular when the crystal is strained parallel to the trigonal axis. The Brugger gammas are evaluated and the low-temperature limit of the Gruneisen gamma is calculated using the procedure of Ramji Rao and Srinivasan. ovγ L has the value 0.65 for lithium niobate. ovγ∥ Br(0) has a low value of 0.03, indicating a small thermal expansion coefficient parallel to the trigonal axis, which is corroborated by the thermal expansion measurements of Zhdanova et al.
Journal of Low Temperature Physics – Springer Journals
Published: May 19, 2004
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