Finite-size effects in the phonon density of states (PDOS) of nanostructured materials (nanoparticles, nanocrystals, embedded nanoparticles, and nanoglasses) are systematically studied by means of molecular dynamics simulations, where germanium was used as representative reference material. By comparing with the PDOS of single crystalline and amorphous structures, the physical origins of additional or vanishing vibrational modes or frequency shifts were identified. Our findings are discussed in terms of phonon confinement effects, structural disorder, and surface stresses and provide a general view on the interplay of nanostructural features and lattice vibrations
The observation of pure phonon confinement effect in germanium nanowires is limited due to the illum...
The morphology of nanoscopic Ag grains significantly affects the phonons. Atomistic simulations show...
We propose an explanation for the enhanced low- and high-energy tails of the vibrational density of ...
We have used a microscopic lattice dynamical model to study phonon modes in germanium (Ge) NC with s...
We have used a microscopic lattice dynamical model to study phonon modes in germanium (Ge) NC with s...
The prospect of realizing new bulk metallic glasses with improved properties has driven a large amou...
MRS Advances © 2017 Materials Research SocietyThe influence of grain boundaries on the vibrational p...
Équipe 104 : NanomatériauxInternational audienceThe improved phonon confinement model developed prev...
Models that use phonon confinement fail to provide consistent results for nanocrystal sizes in diffe...
We report a combined inelastic neutron- and x-ray-scattering study of the phonon density of states o...
The atomic disorder and the vibrational properties of Pd nanocubes have been studied through a combi...
The atomic disorder and the vibrational properties of Pd nanocubes have been studied through a combi...
Lattice vibrations in a nanocrystalline solid, in contrast to bulk crystalline solid, will have an a...
Collective vibrational modes of crystal lattices, called phonons, determine fundamental material pro...
Collective vibrational modes of crystal lattices, called phonons, determine fundamental material pro...
The observation of pure phonon confinement effect in germanium nanowires is limited due to the illum...
The morphology of nanoscopic Ag grains significantly affects the phonons. Atomistic simulations show...
We propose an explanation for the enhanced low- and high-energy tails of the vibrational density of ...
We have used a microscopic lattice dynamical model to study phonon modes in germanium (Ge) NC with s...
We have used a microscopic lattice dynamical model to study phonon modes in germanium (Ge) NC with s...
The prospect of realizing new bulk metallic glasses with improved properties has driven a large amou...
MRS Advances © 2017 Materials Research SocietyThe influence of grain boundaries on the vibrational p...
Équipe 104 : NanomatériauxInternational audienceThe improved phonon confinement model developed prev...
Models that use phonon confinement fail to provide consistent results for nanocrystal sizes in diffe...
We report a combined inelastic neutron- and x-ray-scattering study of the phonon density of states o...
The atomic disorder and the vibrational properties of Pd nanocubes have been studied through a combi...
The atomic disorder and the vibrational properties of Pd nanocubes have been studied through a combi...
Lattice vibrations in a nanocrystalline solid, in contrast to bulk crystalline solid, will have an a...
Collective vibrational modes of crystal lattices, called phonons, determine fundamental material pro...
Collective vibrational modes of crystal lattices, called phonons, determine fundamental material pro...
The observation of pure phonon confinement effect in germanium nanowires is limited due to the illum...
The morphology of nanoscopic Ag grains significantly affects the phonons. Atomistic simulations show...
We propose an explanation for the enhanced low- and high-energy tails of the vibrational density of ...