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The Transverse Optic Mode Anharmonic Self-Energy of NaCℓ from Measurements by Dispersive Fourier Transform Spectroscopy

机译:NAC的横向光学模式Anharmonic自能通过分散傅里叶变换光谱测量

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The interatomic forces in a crystal are usually strongly dependent on the interatomic spacing and consequently the lattice potential energy for a crystal can generally be written as a power series in the displacements of the atoms from their equilibrium positions. If such an expansion is terminated at the quadratic terms, then this constitutes the so-called harmonic approximation. In the harmonic approximation the lattice vibrations are true normal modes such that if energy is channeled uniquely into any one lattice mode, then it will remain undissipated in that mode. The harmonic approximation would therefore predict, for instance, that the spectral profiles of lattice vibrations would be a set of undamped, temperature-independent resonances. These and other such predictions are, of course, in marked discord with experimental evidence. As a result, the anharmonic terms in a lattice potential must be considered if a full understanding of many of the physical properties of solids is to be achieved.
机译:晶体中的内部力通常强烈依赖于间间距,因此晶体的晶格势能通常可以作为从其平衡位置的原子的位移中写入功率串。如果以二次术语终止这种扩展,则这构成了所谓的谐波近似。在谐波近似值中,晶格振动是真正的正常模式,使得如果能量被唯一地被引入任何一个晶格模式,则它将在该模式下保持未退出。因此,谐波近似例如,例如,格子振动的光谱轮廓将是一组无透明的温度的谐振。当然,这些和其他这样的预测在标记的不和谐中,具有实验证据。结果,如果要实现对固体的许多物理性质,则必须考虑在晶格潜力中的anharmonic术语。

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