Add to ORKGA numerical method based on integration along bicharacteristics is presented for analysing two-dimensional stress wave propagation problem in layered orthotropic plates. This method is an extension of the method proposed by Clifton for isotropic plane problem. The numerical stability is discussed. The method is applied to simulate stress wave propagation in a semi-infinite plate composed of two different orthotropic materials.EI03328-3334
Our intention is to assess the credibility of such homogenization in the case of stress wave propaga...
Exact closed form solutions are presented for the harmonic plane wave motion in thick single and thr...
An integral transform technique is employed to solve the elastodynamic problem of steady-state propa...
A numerical method based on integration along bicharacteristics is presented for analysing two-dimen...
A numerical scheme based on the method of numerical integration along bicharacteristics is developed...
Wave propagation problems in orthotropic media are studied jointly by analytical and experimental me...
In this study, two-dimensional transient dynamic response of orthotropic plane layered media is inve...
This work concerns the transient response of an infinite two-layered strip subjected to a transverse...
Stress wave propagation in layered systems with infinite and finite numbers of isotropic layers is i...
The analytical solutions based on Kirchhoff and Rayleigh approximations of a thin elastic orthotropi...
The artical is aimed at numerical simulations of stress waves propagation in a thin orthotropic stri...
The determination of state of stress of thick orthotropic plate is outlined here. The analytical for...
The stability of the finite-difference approximation of elastic wave propagation in orthotropic homo...
In order to assess and prevent noise emmission in the environment of traffic routes, prognosis model...
We consider the transient wave propagation problem of linear, isotropic and elastic plate applied SH...
Our intention is to assess the credibility of such homogenization in the case of stress wave propaga...
Exact closed form solutions are presented for the harmonic plane wave motion in thick single and thr...
An integral transform technique is employed to solve the elastodynamic problem of steady-state propa...
A numerical method based on integration along bicharacteristics is presented for analysing two-dimen...
A numerical scheme based on the method of numerical integration along bicharacteristics is developed...
Wave propagation problems in orthotropic media are studied jointly by analytical and experimental me...
In this study, two-dimensional transient dynamic response of orthotropic plane layered media is inve...
This work concerns the transient response of an infinite two-layered strip subjected to a transverse...
Stress wave propagation in layered systems with infinite and finite numbers of isotropic layers is i...
The analytical solutions based on Kirchhoff and Rayleigh approximations of a thin elastic orthotropi...
The artical is aimed at numerical simulations of stress waves propagation in a thin orthotropic stri...
The determination of state of stress of thick orthotropic plate is outlined here. The analytical for...
The stability of the finite-difference approximation of elastic wave propagation in orthotropic homo...
In order to assess and prevent noise emmission in the environment of traffic routes, prognosis model...
We consider the transient wave propagation problem of linear, isotropic and elastic plate applied SH...
Our intention is to assess the credibility of such homogenization in the case of stress wave propaga...
Exact closed form solutions are presented for the harmonic plane wave motion in thick single and thr...
An integral transform technique is employed to solve the elastodynamic problem of steady-state propa...