1972Journal of Physics C Solid State PhysicsOpen access

High order multipole three-body forces and their contribution to the elastic constants and zero point energy of the rare gas crystals

I. J. Zucker, Mark Doran

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Abstract

High order multipole three-body forces are shown to contribute significant amounts to the theoretical values of the elastic constants of the rare gas crystals. Their effect is to make the quantity delta =(C 44 -C 12 )/C 12 slightly more negative than the value obtained using dipole interactions only. Their effect on the harmonic zero point energy is small but of the same order as the two-body anharmonic zero point energy.

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High order multipole three-body forces are shown to contribute significant amounts to the theoretical values of the elastic constants of the rare gas crystals. Their effect is to make the quantity delta =(C 44 -C 12 )/C 12 slightly more negative than the value obtained using dipole interactions only. Their effect on the harmonic zero point energy is small but of the same order as the two-body anharmonic zero point energy.

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Available abstract

High order multipole three-body forces are shown to contribute significant amounts to the theoretical values of the elastic constants of the rare gas crystals. Their effect is to make the quantity delta =(C 44 -C 12 )/C 12 slightly more negative than the value obtained using dipole interactions only. Their effect on the harmonic zero point energy is small but of the same order as the two-body anharmonic zero point energy.

Key concepts: Multipole expansion, Anharmonicity, Zero-point energy, Zero order, Zero (linguistics), Dipole, Constant (computer programming), Order (exchange)

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