The Green’s Function Method in the Surface Lattice Dynamics of Ionic Crystals: Fid-Bau Portal

Fachinformationsdienst BAUdigital

A platform for research: civil engineering, architecture and urbanism

The Green’s Function Method in the Surface Lattice Dynamics of Ionic Crystals

Benedek, G. / Miglio, L.

Abstract The mathematical technique for studying the dynamics of perturbed systems, known as the Green’s function (GF) method, was first applied to solid state problems by Lifshitz [3.1] and Koster andSlater [3.2]. They have stimulated the development of the GF method as a powerful tool in the quantum theory of scattering [3.3–5]. Although the general formulation of the GF method in solid state physics has become a textbook subject [3.6’8], only in recent decades has the method been extensively used in the dynamics of real systems, such as solids with defects, disorder, or boundary surfaces [3.9,10].

Access

Check availability in my library

Order at Subito €

Page navigation

Document information

Export, share and cite

The Green’s Function Method in the Surface Lattice Dynamics of Ionic Crystals

Benedek, G. / Miglio, L.

Abstract The mathematical technique for studying the dynamics of perturbed systems, known as the Green’s function (GF) method, was first applied to solid state problems by Lifshitz [3.1] and Koster andSlater [3.2]. They have stimulated the development of the GF method as a powerful tool in the quantum theory of scattering [3.3–5]. Although the general formulation of the GF method in solid state physics has become a textbook subject [3.6’8], only in recent decades has the method been extensively used in the dynamics of real systems, such as solids with defects, disorder, or boundary surfaces [3.9,10].

The Green’s Function Method in the Surface Lattice Dynamics of Ionic Crystals

Benedek, G. / Miglio, L.

Abstract The mathematical technique for studying the dynamics of perturbed systems, known as the Green’s function (GF) method, was first applied to solid state problems by Lifshitz [3.1] and Koster andSlater [3.2]. They have stimulated the development of the GF method as a powerful tool in the quantum theory of scattering [3.3–5]. Although the general formulation of the GF method in solid state physics has become a textbook subject [3.6’8], only in recent decades has the method been extensively used in the dynamics of real systems, such as solids with defects, disorder, or boundary surfaces [3.9,10].

Access

Check availability in my library

Order at Subito €

Page navigation

Document information

Export, share and cite

Document information

Title:

The Green’s Function Method in the Surface Lattice Dynamics of Ionic Crystals

Contributors:

Benedek, G. (author) / Miglio, L. (author)

Published in:

Surface Phonons ; 37-66

Springer Series in Surface Sciences ; 21

Publication date:

1991-01-01

Size:

30 pages

ISBN:

978-3-642-75787-7 , 978-3-642-75785-3

ISSN:

DOI:

https://doi.org/10.1007/978-3-642-75785-3_3

Type of media:

Article/Chapter (Book)

Type of material:

Electronic Resource

Language:

English

Keywords:

Rayleigh Wave , Surface Mode , Electron Energy Loss Spectroscopy , Symmetry Direction , Bulk Band Physics , Surface and Interface Science, Thin Films , Surfaces and Interfaces, Thin Films , Acoustics , Phase Transitions and Multiphase Systems

Similar titles

Approximate Green's Function for Surface Foundations.

Meek, Jethro W. | Online Contents | 1993

Computer simulation of Peierls stress by using lattice statics Green's function

Ohsawa, K. / Kuramoto, E. / Suzuki, T. | British Library Online Contents | 1997

Strength and crack properties of nanoscale materials by ab initio molecular dynamics and temperature lattice Green’s function methods

Masuda-Jindo, K. / Hung, V. / Menon, M. | British Library Online Contents | 2006

On the free-surface Green's function for channel problems

Linton, C.M. | Online Contents | 1993

A new representation for the free-surface channel Green's function

Linton, C.M. | Online Contents | 1999