![]() ·Table of Contents ·Aeronautics and Aerospace | Real Time Digital Tomosynthesis System Dedicated to Industrial Solid Rocket Motor ExaminationM. Antonakios, Ph. RizoLETI - CEA - Technologies Avancées 17, rue des martyrs F 38054 Grenoble cedex 9 France P. Lamarque SNPE Propulsion BP 57 33160 Saint Médard en Jalles Cedex Contact |
3.1 Tomosynthesis principle
The tomosynthesis technique, introduced in 1932 by Ziedses des Plantes [1], was used for laminography and longitudinal tomography. The principle is to accumulate the radiograph pixel values corresponding to the projection of the same point of the surface to be reconstructed. The capability to digitise radiographs, allows to generalise this approach to non parallel and non linear geometries [2].
We study the case of a cylindrical object moving around a rotation axis which is not in the projected area. The focal surfaces on which we apply the process are the radial planes containing the rotation axis. For each point of the observed plane, we follow its projection on the detector during the object rotation and sum in the focal plane all the contributions of this point. The projection trajectory of each point of the surface on the detector is determined off-line by a calibration measurement. In this way we correlate the information contained in the projections which contain the defect [3].
3.2 Tangential Tomosynthesis
The tomosynthesis principle presented previously is used for two different acquisition geometry. In the case of tangential tomosynthesis we search for delaminations between the metallic structure and the peripheral thermal protection. The rotation axis of the booster is outside of the field of view, and the projection image is the radiograph of a tangential area of the cylindrical object (fig 1). The general principle is to follow an observed plane during the rotation, and to compute an image of this plane projection, in the focal plane which is orthogonal to the X-ray source/detector axis.
Fig 1: Tomosynthesis tangential geometry |
3.3 Radial Tomosynthesis
The basic principle is the same as tangential tomosynthesis, but in this case the detector is located inside the booster in order to examine its mass (fig 2). Like in tangential examination, the movement of a radial plane of the object is followed during the rotation, and a projection image of this plane along the X-ray source/detector axis is computed.
Fig 2: Tomosynthesis radial geometry |
3.4 Tomosynthesis algorithm
The algorithm of tomosynthesis is based on a set of look up tables computed from the geometric parameters of the system, and a set of reconstruction parameters like the area of interest size, the number of position to be correlated. For each radiograph of an observed plane and for each angular position, we compute a look up table which will affect each point of the projection of this plan to the focal position. To obtain the tomosynthesis of the observed plane, the value of the designed pixel is simply summed to the corresponding value of the other angular position.
4.1 Hardware architecture
The system is designed around a mother board which contains the usual interface for a PC host connection on the PCI bus and 4 free slots for other connection modules. We use the capability of this board by connecting (fig 3) a video module for the image management and 2 process modules dedicated to the specific tomosynthesis process.
Fig 3: Hardware configuration of the industrial prototype |
4.2 Software architecture
The tomosynthesis examination is performed in three different steps. Calibration and look up tables computation are performed in deferred time (off-line), while tomosynthesis is performed in real time (on-line). We developed three different softwares (fig 4): the calibration software, the off-line software and the on-line software.
Fig 4: Software architecture for tomosynthesis examination |
4.3 On-line Processing parallelism
In the image processing and real time vision application field, the parallelism is referred to a limited number of schemes. Each one allows one or more efficient implementation. A set of these schemes has been formalised by Cole [4] and some models [5] (skeletons with synchronisation and communication attributes) have been proposed to ease the rapid prototyping and the application programming.
In our case if we consider the main loops of the tomosynthesis algorithm, we see that there is no complex operation. In fact, the characteristics of this algorithm is to perform all the calculation part in the off-line phase and to keep for the real time tomosynthesis a correlation with look up tables and a sum of images areas. Then this method fits with the split-compute-merge implementation model. This scheme (fig 5) is only usable when each data partition can be processed independently. The computing time on each area must be the same to maintain the harmony of the processor set and then to ensure the maximum efficiency.
Fig 5: Scheme split - compute - merge. |
4.4 Industrial validation
Fig 6: The industrial site of Guyanna |
4.5 results
Tomosynthesis software is launched at the start of an object examination. It computes the input image data flow of an analogic CCIR signal at the video rate (25 images per second) and produce an analogic PAL or SVGA format result data flow at the video frequency. The output rate is also 25 images per second and the refresh ratio change from 0.4 to 0.2 according to the tomosynthesis examination type. The size of the processed image is, in all the cases, 512 x 512 x 1byte. The displayed image have the size of the area of interest on which we apply the tomosynthesis. Typically the output image size is 250 x 400 for tangential tomosynthesis and 450 x 450 for the radial tomosynthesis.
We present here after some results carried out with the motor in tangential and radial position.
In tangential mode the defect is a 0.3mm delamination situated on the external side of the motor between the propellant and the metallic envelop (fig 7). On the left hand side view, the raw radiograph, and on right hand side a 36 planes tomosynthesis image. We clearly notice the enhancement of the signal to noise ratio and contrast, that makes easier the defect detection.
In radial mode, in order to simulate air cavities, we put in the propellant mass some polystyrene calibrated inserts (fig 8). On the right hand side view, the contrast improvement allows to detect a 10 mm cavity in 1 meter of propellant (density 1.7 g/cm3).
|
|
|
| Fig 7: Tangential examination and results | ||
|
|
| Fig 8: Radial examination and results | |
| © AIPnD , created by NDT.net | |Home| |Top| |