Elementary excitation in the quantum mechanical treatment of vibrations in a crystal
lattice.
An energy bundle that behaves as a particle of energy

,
with

the vibration frequency and

the
Planck constant.
Notes:
- A phonon can be considered as an acoustic mode of thermal
vibration of a crystal lattice (or liquid helium II).
- Every harmonic vibration can be decomposed in phonons,
which are the elementary vibrations. The total number of phonons in a
system that has internal vibrations (e.g., a crystal) is related to the
temperature of the system.
- The concept of phonons provides a simplification in the theories of thermal
and electrical conduction in solids.
- For example, interactions between phonons and electrons are
thought to be responsible for such phenomena as 'superconductivity'.
Source:
PAC, 2007, 79, 293
(Glossary of terms used in photochemistry, 3rd edition (IUPAC Recommendations 2006))
on page 382