The velocity of Rayleigh waves along a prestressed semi-infinite medium assuming a two-dimensional anisotropy

The velocity of Rayleigh waves along a prestressed semi-infinite medium assuming a two-dimensional anisotropy

The velocity equation for the surface ivavesof the Rayleigh type is derived in the caseof an idealized medium of uniform twodimensionalanisotropy: the elastic constantsare assumed to be everywhere the same buidifferent as far as vertical and horizontaldirections are concerned, and moreover thepossib...

Full description

Bibliographic Details
Main Author: f. buckens
Format: Article
Language:English
Published: Istituto Nazionale di Geofisica e Vulcanologia (INGV) 1958-06-01
Series:Annals of Geophysics
Online Access:http://www.annalsofgeophysics.eu/index.php/annals/article/view/5743
id doaj-9f7b8a316088409aa1dab9f976ea611d
record_format Article
spelling doaj-9f7b8a316088409aa1dab9f976ea611d2020-11-24T22:31:14ZengIstituto Nazionale di Geofisica e Vulcanologia (INGV)Annals of Geophysics1593-52132037-416X1958-06-011129911210.4401/ag-5743The velocity of Rayleigh waves along a prestressed semi-infinite medium assuming a two-dimensional anisotropyf. buckensThe velocity equation for the surface ivavesof the Rayleigh type is derived in the caseof an idealized medium of uniform twodimensionalanisotropy: the elastic constantsare assumed to be everywhere the same buidifferent as far as vertical and horizontaldirections are concerned, and moreover thepossible inference of uniform initial stresses,(horizontal tensions or compressions) is included.There are then five independantelastic constants instead of four to be takenin account, in order to study the propagationof a tivo-dimensional surface-wave, the effectof a transverse initial stress being todestroy the symmetry of the cross elasticconstants.http://www.annalsofgeophysics.eu/index.php/annals/article/view/5743
collection DOAJ
language English
format Article
sources DOAJ
author f. buckens
spellingShingle f. buckens
The velocity of Rayleigh waves along a prestressed semi-infinite medium assuming a two-dimensional anisotropy
Annals of Geophysics
author_facet f. buckens
author_sort f. buckens
title The velocity of Rayleigh waves along a prestressed semi-infinite medium assuming a two-dimensional anisotropy
title_short The velocity of Rayleigh waves along a prestressed semi-infinite medium assuming a two-dimensional anisotropy
title_full The velocity of Rayleigh waves along a prestressed semi-infinite medium assuming a two-dimensional anisotropy
title_fullStr The velocity of Rayleigh waves along a prestressed semi-infinite medium assuming a two-dimensional anisotropy
title_full_unstemmed The velocity of Rayleigh waves along a prestressed semi-infinite medium assuming a two-dimensional anisotropy
title_sort velocity of rayleigh waves along a prestressed semi-infinite medium assuming a two-dimensional anisotropy
publisher Istituto Nazionale di Geofisica e Vulcanologia (INGV)
series Annals of Geophysics
issn 1593-5213
2037-416X
publishDate 1958-06-01
description The velocity equation for the surface ivavesof the Rayleigh type is derived in the caseof an idealized medium of uniform twodimensionalanisotropy: the elastic constantsare assumed to be everywhere the same buidifferent as far as vertical and horizontaldirections are concerned, and moreover thepossible inference of uniform initial stresses,(horizontal tensions or compressions) is included.There are then five independantelastic constants instead of four to be takenin account, in order to study the propagationof a tivo-dimensional surface-wave, the effectof a transverse initial stress being todestroy the symmetry of the cross elasticconstants.
url http://www.annalsofgeophysics.eu/index.php/annals/article/view/5743
work_keys_str_mv AT fbuckens thevelocityofrayleighwavesalongaprestressedsemiinfinitemediumassumingatwodimensionalanisotropy
AT fbuckens velocityofrayleighwavesalongaprestressedsemiinfinitemediumassumingatwodimensionalanisotropy
_version_ 1725738134414557184

Similar Items