The spectrum of lattice vibrations in a crystalline or glassy network provides the foundation for the kinetic theory of solids.
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Later studies on the same anion were also able to account for vibronic transitions involving low-frequency lattice vibrations.
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A phonon is essentially a lattice vibration, or rather a small, harmonic kinetic movement of the atoms of the material.
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R . H . Ogg was first to suggest that electrons might act as pairs coupled by lattice vibrations in the material.
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In crystalline ice the vibrational spectrum is also affected by hydrogen bonding and there are lattice vibrations causing absorption in the far-infrared.
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In contrast to metals, where heat is conducted by delocalized electrons, lattice vibrations are responsible for diamond's very high thermal conductivity.
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In multidimensional case the geometrical nonlinearity is also present, i . e . lattice vibrations are nonlinear even in the case of harmonic interatomic potential.
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As a result, when lattice vibrations or molecular vibrations induce relative displacements of the atoms, the centers of positive and negative charges are also displaced.
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The pairing in a normal superconductor is due to lattice vibrations, and is in fact very weak; this means that the pairs are very loosely bound.
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Solids also have a specific heat capacity, which is the capacity of a material to store energy in the form of heat ( or thermal lattice vibrations ).
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