The response of a typical trapezoidal cross section canyon to Rayleigh waves is reported in this paper. A new approach based on Scaled Boundary Finite Element Method (SBFEM) is used to obtain scattered motion along the canyon. The analysis is performed in time domain. A harmonic excitation is applied to the undamped media and the scattered motion is obtained. The result of the study indicates that the upper parts of the canyon are more critical than the bottom also the side which is closer to the incident wave experiences higher excitation compared to other parts of the canyon
We will consider the propagation of Rayleigh waves through the irregular structures (three-quarters ...
Results of an extensive numerical study on two dimensional wave scattering by valleys of semi-ellipt...
2015-07-06This thesis studied the scattering and diffraction of P-waves on an arbitrary shaped canyo...
In this paper the dynamic response of the ground surface subjected to vertically traveling two dimen...
The topography and the incident angle of seismic waves both have considerable effects on the seismic...
The Rayleigh wave has been frequently applied in geological seismic inspection and ultrasonic non-de...
AbstractThe responses to an incident plane SH wave on or near a surface included two canyons which i...
Abstract The series solution of wave functions for 2D scattering and diffraction of plane SH (shear ...
ABSTRACT: Topographic conditions play an important role on the modification of seismic ground motion...
The scattering of plane SV waves by a two-dimensional canyon in saturated poroelastic half-space is ...
A mathematical closed-form solution is presented for steady-state lateral response of earth and rock...
It is broadly known that topographic irregularities e ffect ground motions, with a particular enhanc...
The propagation of Rayleigh and Stoneley waves on boundaries with topography has been treated using ...
We present a closed-form frequency-wave number (? – k) Green’s function for a layered, elastic half-...
Two analytical closed-form solutions are developed for steady-state lateral response of earth and ro...
We will consider the propagation of Rayleigh waves through the irregular structures (three-quarters ...
Results of an extensive numerical study on two dimensional wave scattering by valleys of semi-ellipt...
2015-07-06This thesis studied the scattering and diffraction of P-waves on an arbitrary shaped canyo...
In this paper the dynamic response of the ground surface subjected to vertically traveling two dimen...
The topography and the incident angle of seismic waves both have considerable effects on the seismic...
The Rayleigh wave has been frequently applied in geological seismic inspection and ultrasonic non-de...
AbstractThe responses to an incident plane SH wave on or near a surface included two canyons which i...
Abstract The series solution of wave functions for 2D scattering and diffraction of plane SH (shear ...
ABSTRACT: Topographic conditions play an important role on the modification of seismic ground motion...
The scattering of plane SV waves by a two-dimensional canyon in saturated poroelastic half-space is ...
A mathematical closed-form solution is presented for steady-state lateral response of earth and rock...
It is broadly known that topographic irregularities e ffect ground motions, with a particular enhanc...
The propagation of Rayleigh and Stoneley waves on boundaries with topography has been treated using ...
We present a closed-form frequency-wave number (? – k) Green’s function for a layered, elastic half-...
Two analytical closed-form solutions are developed for steady-state lateral response of earth and ro...
We will consider the propagation of Rayleigh waves through the irregular structures (three-quarters ...
Results of an extensive numerical study on two dimensional wave scattering by valleys of semi-ellipt...
2015-07-06This thesis studied the scattering and diffraction of P-waves on an arbitrary shaped canyo...