Page 107 - Grindaix-product-catalogue-english
P. 107

GRINDAIX SERVICES

 X-RAY ANALYSIS  Deviation [mm]















 “HIGH-TECH FOR YOUR

 LUBRICOOLANT NOZZLE

 QUALITY INSPECTION!”














 Our expertise lies in non-destructive 2D X-ray inspection and 3D computer tomography using high-
 resolution X-ray technology.

 The development of digital X-ray detectors and the increase in performance of digital computers have led over the
 past  two decades  to the production of  affordable industrial X-ray  computed tomography that  provides  a three-
 dimensional, true-to-scale image of the components. Some image resolutions are possible on the micrometre scale.
 The dimensional accuracy in tomograms (see diagram) is some micrometres per 100 mm.

 Thanks to the possibility of capturing the object to be examined completely three-dimensionally and with the highest
 resolution and of creating virtually arbitrary sections through its interior, industrial computer tomography opens up
 completely new analysis possibilities to monitor the quality of 3D-printed nozzle components. Differences in material
 composition or density can be easily visualised and analysed in three dimensions. This allows precise statements to be
 made about the position of pores, cracks or inclusions, without destroying the object under analysis.

 Furthermore, high-resolution computer tomography also enables 3D measurement of components which, due to their
 complex  structure,  cannot  otherwise  be  examined  non-destructively  using  conventional  coordinate  measurement
 machines. Besides 2D wall thickness measurements, CT volume data, for example, can be compared with CAD data
 in order to offer quick and simple analysis of the entire component in terms of dimensional compliance – with a
 measurement accuracy of a few micrometres.

 The Grindaix team cooperates very closely in this field with GE Sensing & Inspection Technologies GmbH in Stuttgart.

























 106                                                                                                        107
   102   103   104   105   106   107   108   109   110   111   112