DOIAbstract
Anharmonic contributions to the mean-square velocity of an atom in a crystal lattice have been obtained for all temperatures using the method of thermodynamic Green functions. The result is applied to the case of a linear chain
Anharmonic contributions to the mean-square velocity of an atom in a crystal lattice have been obtained for all temperatures using the method of thermodynamic Green functions. The result is applied to the case of a linear chain
We perform a linearization of the transcendental equations for the moments of the single-particle at...
A general analytic and very rapid method for the calculation of the mean square vibration amplitude ...
Structural and dynamical properties of the anharmonic Fibonacci-chain quasicrystal have been studied...
General expressions for all anharmonic contributions of O(λ4) to the mean-square displacement o...
This article treats the lattice theory of the anharmonic effects. This theory contains an extension ...
This paper reviews the theory of anharmonic effects in crystals. The expansion of the potential betw...
We have presented a Green's function method for the calculation of the atomic mean square displacem...
The anharmonic contributions to the Debye-Waller factor of a Bravais crystal are obtained for all te...
Abstract—This paper reviews the theory of anharmonic effects in crystals. The expansion of the poten...
The anharmonic contributions of O(λ<SUP>4</SUP>) to the phonon frequency shift and width at hig...
The atomic mean square displacement of aluminium and noble metals are calculated as a function of te...
Abstract:- An equation of motion technique of quantum dynamics and Dyson equation approach have been...
On the basis of a nonsymmetrized self-consistent-field approximation, thermal and caloric equations ...
Understanding heat transport in semiconductors and insulators is of fundamental importance because o...
General expressions for all the contributions of O(λ4) to the self-energy of phonons in an anharmoni...
We perform a linearization of the transcendental equations for the moments of the single-particle at...
A general analytic and very rapid method for the calculation of the mean square vibration amplitude ...
Structural and dynamical properties of the anharmonic Fibonacci-chain quasicrystal have been studied...
General expressions for all anharmonic contributions of O(λ4) to the mean-square displacement o...
This article treats the lattice theory of the anharmonic effects. This theory contains an extension ...
This paper reviews the theory of anharmonic effects in crystals. The expansion of the potential betw...
We have presented a Green's function method for the calculation of the atomic mean square displacem...
The anharmonic contributions to the Debye-Waller factor of a Bravais crystal are obtained for all te...
Abstract—This paper reviews the theory of anharmonic effects in crystals. The expansion of the poten...
The anharmonic contributions of O(λ<SUP>4</SUP>) to the phonon frequency shift and width at hig...
The atomic mean square displacement of aluminium and noble metals are calculated as a function of te...
Abstract:- An equation of motion technique of quantum dynamics and Dyson equation approach have been...
On the basis of a nonsymmetrized self-consistent-field approximation, thermal and caloric equations ...
Understanding heat transport in semiconductors and insulators is of fundamental importance because o...
General expressions for all the contributions of O(λ4) to the self-energy of phonons in an anharmoni...
We perform a linearization of the transcendental equations for the moments of the single-particle at...
A general analytic and very rapid method for the calculation of the mean square vibration amplitude ...
Structural and dynamical properties of the anharmonic Fibonacci-chain quasicrystal have been studied...
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