A linear scattering inverse method based on the Kirchhoff approximation is formulated to determine the location and size of a crack in a solid, A characteristic function, which defines the size of a crack, can be reconstructed from the inverse Fourier transform of scattered amplitudes at far field. The inverse method is applied to ultrasonic data scattered by a crack in an aluminum specimen. Agreement between reconstructed characteristic functions and exact ones is not good enough, because experimental conditions do not coincide with theoretical ones. We can, however, evaluate the location and size of a crack from sharp minimum points reproduced at crack tips
Ultrasonic phased array systems are becoming increasingly popular as tools for the nondestructive ev...
Any attempts to apply techniques that are based on indirect measurements of parameters that are beli...
International audienceIn the framework of nondestructive evaluation and testing, microwave inverse s...
A linear scattering inverse method based in the Kirchhoff approximation is formulated to determine t...
Accurate calculation of the stress intensity factor on a given component under load relies on an acc...
This paper explores theoretically the possibility of using caustics, formed in the ultrasonic field ...
Ultrasonic phased array systems are becoming increasingly popular as tools for the inspection of saf...
The subject of this thesis is scattering of elastic waves from inhomogeneities in solids, with appli...
In the present work, a direct numerical reconstruction algorithm is proposed, which is applied to th...
Evaluation of the critical nature of interior cracks in turbine rotor component web regions in order...
This thesis considers the inverse problem of detecting and characterising flaws within heterogeneous...
It has been reported before that frequency and angular information from ultrasonic scattering can be...
In this paper, we deal with the acoustic inverse scattering problem for reconstructing cracks of pos...
Two basic aspects of numerical modelling of ultrasonic wave scattering by cracks in solids are discu...
Obtaining flaw geometry and orientation information from ultrasonic measurements often involves time...
Ultrasonic phased array systems are becoming increasingly popular as tools for the nondestructive ev...
Any attempts to apply techniques that are based on indirect measurements of parameters that are beli...
International audienceIn the framework of nondestructive evaluation and testing, microwave inverse s...
A linear scattering inverse method based in the Kirchhoff approximation is formulated to determine t...
Accurate calculation of the stress intensity factor on a given component under load relies on an acc...
This paper explores theoretically the possibility of using caustics, formed in the ultrasonic field ...
Ultrasonic phased array systems are becoming increasingly popular as tools for the inspection of saf...
The subject of this thesis is scattering of elastic waves from inhomogeneities in solids, with appli...
In the present work, a direct numerical reconstruction algorithm is proposed, which is applied to th...
Evaluation of the critical nature of interior cracks in turbine rotor component web regions in order...
This thesis considers the inverse problem of detecting and characterising flaws within heterogeneous...
It has been reported before that frequency and angular information from ultrasonic scattering can be...
In this paper, we deal with the acoustic inverse scattering problem for reconstructing cracks of pos...
Two basic aspects of numerical modelling of ultrasonic wave scattering by cracks in solids are discu...
Obtaining flaw geometry and orientation information from ultrasonic measurements often involves time...
Ultrasonic phased array systems are becoming increasingly popular as tools for the nondestructive ev...
Any attempts to apply techniques that are based on indirect measurements of parameters that are beli...
International audienceIn the framework of nondestructive evaluation and testing, microwave inverse s...