The elastostatics boundary element method is applied in an inverse problem approach to the nondestructive detection of subsurface cavities in structures. The approach relies on the overspecification of the boundary conditions at the exposed surface. The traction is specified there, and displacements are used as additional data for solving the inverse problem. The displacements are numerically simulated in this study; however in practice they may be experimentally determined, for instance by the laser speckle photography technique. In the developed iterative procedure, an initial guess is made for the shape of the cavity and a grid pattern is laid out
The problem of mapping underground cavities from surface, i.e. using non-intrusive seismic measureme...
An inverse problem in non-linear elastostatics is considered. It concerns the identification of a fr...
The focus of this paper is a computational platform for the non-intrusive, active seismic imaging of...
The elastostatics boundary element method is applied in an inverse problem approach to the nondestru...
An inverse elastostatics boundary element approach is developed for the nondestructive detection of ...
The elastostatics boundary element method is applied in an inverse problem approach to the nondestru...
The elastostatics boundary element method is applied in an inverse problem approach to the nondestru...
A boundary element based solution, employing the Hooke-Jeeves pattern search method, is developed to...
An efficient solution of the inverse geometric problem for cavity detection using a point load super...
An efficient solution of the inverse geometric problem for cavity detection using a point load super...
The inverse geometric problem finds application to nondestructive evaluation of subsurface flaws and...
A method for the efficient solution of the inverse geometric problem for cavity detection using a po...
An elastic inverse problem is studied and applied to the hole-drilling method of destructive measure...
A method for the efficient solution of the inverse optimization problem of cavity detection using a ...
Next to Magnet Resonance Elastography and Ultrasound Elastography, Digital Image Elasto–Tomography (...
The problem of mapping underground cavities from surface, i.e. using non-intrusive seismic measureme...
An inverse problem in non-linear elastostatics is considered. It concerns the identification of a fr...
The focus of this paper is a computational platform for the non-intrusive, active seismic imaging of...
The elastostatics boundary element method is applied in an inverse problem approach to the nondestru...
An inverse elastostatics boundary element approach is developed for the nondestructive detection of ...
The elastostatics boundary element method is applied in an inverse problem approach to the nondestru...
The elastostatics boundary element method is applied in an inverse problem approach to the nondestru...
A boundary element based solution, employing the Hooke-Jeeves pattern search method, is developed to...
An efficient solution of the inverse geometric problem for cavity detection using a point load super...
An efficient solution of the inverse geometric problem for cavity detection using a point load super...
The inverse geometric problem finds application to nondestructive evaluation of subsurface flaws and...
A method for the efficient solution of the inverse geometric problem for cavity detection using a po...
An elastic inverse problem is studied and applied to the hole-drilling method of destructive measure...
A method for the efficient solution of the inverse optimization problem of cavity detection using a ...
Next to Magnet Resonance Elastography and Ultrasound Elastography, Digital Image Elasto–Tomography (...
The problem of mapping underground cavities from surface, i.e. using non-intrusive seismic measureme...
An inverse problem in non-linear elastostatics is considered. It concerns the identification of a fr...
The focus of this paper is a computational platform for the non-intrusive, active seismic imaging of...