Finite element analysis methods have been successfully applied to the study of ultrasonic wave propagation in elastic solids [1–4]. As a natural part of such numerical solutions. displacements are predicted for every node of the spatial discretization describing the solids geometry and at every instant of time in the temporal discretization used to define the pulse propagation through the material. All of the data constitute a solution to the forward problem and can be used to visualize wavefront propagation and interactions with defects, thus predicting displacement signals at any point in or on the solid
My objective is to help develop a quantitative working model for a typical nondestructive testing sy...
The numerical modeling of ultrasonic wave propagation in elastic solids is particularly attractive f...
This paper investigates the feasibility of plate-wave diffraction tomography for the reconstruction ...
An increasing requirement for engineering system reliability provides the motivation for further dev...
Quantitative ultrasonic imaging requires algorithmic data processing to yield the object function of...
Ultrasonic means have been used for the nondestructive evaluation (NDE) of a wide variety of mechani...
Diffraction tomography is a technique for imaging with acoustic fields. It takes advantage of the li...
Numerical studies of realistic ultrasonic NDT situations in their most general form assume arbitrari...
The ultrasonic pulse-echo method aims to use the measured echo-signals to characterize defects — the...
Pulsed TV-holography (PTVH) can be used for obtaining two-dimensional maps of instantaneous out-of-p...
A new approach to diffraction tomography is presented. This approach eliminates the need for plane w...
Models based on explicit finite difference methods are used to study pulsed elastic wave propagation...
For most of the complicated geometries encountered in ultrasonic nondestructive evaluation (NDE) app...
The international activities in developing new flaw characterization methods with special emphasis o...
The exact solution to the Helmholtz equation with a Dirichlet boundary condition is obtained to stud...
My objective is to help develop a quantitative working model for a typical nondestructive testing sy...
The numerical modeling of ultrasonic wave propagation in elastic solids is particularly attractive f...
This paper investigates the feasibility of plate-wave diffraction tomography for the reconstruction ...
An increasing requirement for engineering system reliability provides the motivation for further dev...
Quantitative ultrasonic imaging requires algorithmic data processing to yield the object function of...
Ultrasonic means have been used for the nondestructive evaluation (NDE) of a wide variety of mechani...
Diffraction tomography is a technique for imaging with acoustic fields. It takes advantage of the li...
Numerical studies of realistic ultrasonic NDT situations in their most general form assume arbitrari...
The ultrasonic pulse-echo method aims to use the measured echo-signals to characterize defects — the...
Pulsed TV-holography (PTVH) can be used for obtaining two-dimensional maps of instantaneous out-of-p...
A new approach to diffraction tomography is presented. This approach eliminates the need for plane w...
Models based on explicit finite difference methods are used to study pulsed elastic wave propagation...
For most of the complicated geometries encountered in ultrasonic nondestructive evaluation (NDE) app...
The international activities in developing new flaw characterization methods with special emphasis o...
The exact solution to the Helmholtz equation with a Dirichlet boundary condition is obtained to stud...
My objective is to help develop a quantitative working model for a typical nondestructive testing sy...
The numerical modeling of ultrasonic wave propagation in elastic solids is particularly attractive f...
This paper investigates the feasibility of plate-wave diffraction tomography for the reconstruction ...