anharmonic in a sentence
1) The virtual state argument is quite orthogonal to the anharmonic oscillator argument.
2) The technique involved large anharmonic displacements of contained within the crystals.
3) Such a pair can represent efficiently a nonlinear, anharmonic oscillation.
anharmonic example sentences
4) The two most important anharmonic effects are the thermal expansion and the phonon thermal conductivity.5) This behavior is an extension of the harmonic potential, mentioned earlier, into the anharmonic regime.
6) For the anharmonic oscillator, then, the vibrational energy levels associated with a particular vibration are not equally spaced.
7) On low harmonics, energy trapping is insufficient, while on high harmonics, anharmonic side bands interfere with the main resonance.
8) Phenomenologically, this can be thought of as the third term in a conventional anharmonic oscillator model for depicting vibrational behavior of molecules.
9) Overtones are to be distinguished from anharmonic side bands (spurious modes), which have nodal planes perpendicular to the plane of the resonator.
10) The anharmonic group gives a partial map in the opposite direction, mapping "S"3 → PGL(2, 3) as the stabilizer of the point −1.
11) The inverse map (a projective representation of "S"3) can be realized by the anharmonic group, and more generally yields an embedding "S"3 → PGL(2, "q") for all fields.
12) The stabilizer of {0, 1, ∞} (as an unordered set) is an interesting subgroup, known as the anharmonic group.
13) The method proved too difficult to immediately apply to realistic problems, so Heisenberg turned to a simpler example, the anharmonic oscillator.
14) For this reason, Heisenberg investigated the anharmonic oscillator, with Hamiltonian
15) The vibrational term values __FORMULA__, for an anharmonic oscillator are given, to a first approximation, by
example sentences with anharmonic
16) Anharmonic Hamiltonians with on-site and multiple-site perturbations were considered and the Lieb-Robinson bounds were derived for them,17) Harmonic and anharmonic Hamiltonians
18) Anharmonic oscillators
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