The symmetry properties of normal modes of the lattice of sodium nitrate are investigated using group-theoretical techniques. Making use of the formalism of Maradudin and Vosko, the symmetry vectors at several points in the Brillouin zone are determined. The interrelations between elements of the dynamical matrix corresponding to the points have also been obtained
A phenomenological model for lattice dynamics of b.c.c. metals is proposed by combining central ion-...
The nonlinear localized vibrational modes of a one-dimensional atomic chain with two periodically a...
The structural dissymmetry of crystals with coordinated groups of atoms performing some motion in th...
The symmetry properties of normal modes of lattice vibrations of the lattice of potassium azide are ...
Molecular dynamics computer simulations have been made of the ordered low-temperature and orientatio...
This dissertation is a study of the lattice dynamical properties of alkali metal sulfates and potass...
The formulation proposed earlier for the lattice dynamics of simple metals using the pseudopotential...
Two models are proposed to solve the sodium nitrate structure near the order-disorder phase transiti...
A method is given to determine easily, for the symmetry points of the Brillouin zone, the characters...
The classical method of molecular dynamics has been used to study the properties of a periodically-r...
A simple lattice dynamical model for metals is proposed. A body-centered cubic lattice of ion cores ...
In this thesis, we propose a simplified approach to the lattice dynamics of crystals by operating wi...
Group action analysis developed and applied mainly by Louis Michel to the study of N-dimensional per...
Frequency versus wave-vector dispersion relations along the three principal symmetry directions viz....
http://deepblue.lib.umich.edu/bitstream/2027.42/8087/5/bad4668.0001.001.pdfhttp://deepblue.lib.umich...
A phenomenological model for lattice dynamics of b.c.c. metals is proposed by combining central ion-...
The nonlinear localized vibrational modes of a one-dimensional atomic chain with two periodically a...
The structural dissymmetry of crystals with coordinated groups of atoms performing some motion in th...
The symmetry properties of normal modes of lattice vibrations of the lattice of potassium azide are ...
Molecular dynamics computer simulations have been made of the ordered low-temperature and orientatio...
This dissertation is a study of the lattice dynamical properties of alkali metal sulfates and potass...
The formulation proposed earlier for the lattice dynamics of simple metals using the pseudopotential...
Two models are proposed to solve the sodium nitrate structure near the order-disorder phase transiti...
A method is given to determine easily, for the symmetry points of the Brillouin zone, the characters...
The classical method of molecular dynamics has been used to study the properties of a periodically-r...
A simple lattice dynamical model for metals is proposed. A body-centered cubic lattice of ion cores ...
In this thesis, we propose a simplified approach to the lattice dynamics of crystals by operating wi...
Group action analysis developed and applied mainly by Louis Michel to the study of N-dimensional per...
Frequency versus wave-vector dispersion relations along the three principal symmetry directions viz....
http://deepblue.lib.umich.edu/bitstream/2027.42/8087/5/bad4668.0001.001.pdfhttp://deepblue.lib.umich...
A phenomenological model for lattice dynamics of b.c.c. metals is proposed by combining central ion-...
The nonlinear localized vibrational modes of a one-dimensional atomic chain with two periodically a...
The structural dissymmetry of crystals with coordinated groups of atoms performing some motion in th...
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