Issue 42

J. Klon et alii, Frattura ed Integrità Strutturale, 42 (2017) 161-169; DOI: 10.3221/IGF-ESIS.42.17 162 In the FPZ it is not only the size and shape of the test specimen crucial for the development [4, 5], but also the boundary conditions of the test. For quasi-brittle materials (especially concrete, rocks, ceramics, etc.) we are talking about the so-called size effect, shape effect and boundary effect that affect the values of the fracture parameters [6, 7]. In order to detect or eliminate these influences, it is necessary to take into account the way that fracture spreads through quasi-brittle materials, in the so-called FPZ. The size and shape of this zone are related to the tension distribution in the specimen body, affected by the above mentioned boundary conditions and the specimen size and shape – degree of tension and deformation distress that changes near the crack tip. This paper is focused on evaluation of the size and shape of the FPZ using X-ray imaging and computed tomography. This method is capable of capturing different material density values in individual parts of the whole volume of a tested specimen. This ability was used to determine the size and shape of the FPZ for two specimens made of quasi-brittle material. A fine- grained cement-based composite was selected as a suitable material. Modified c ompact tension (MCT) test specimens (The preparation of specimens and the MCT test are described below.) made of this material were used for determination of the size and shape of the FPZ. After the MCT test execution some parts close to the crack face were cut off from the specimens (see Fig. 1). These parts were used to perform X-ray imaging and computed tomography for evaluation of the size and shape of the FPZ. Figure 1 : Parts of MCT specimens cut off for X-ray tomography. T HEORETICAL BACKGROUND X-ray tomography he principle of X-ray imaging and computed tomography (CT) is generally well known in medical applications. X- rays penetrating the examined object are attenuated depending on the density, thickness and composition of the material according to the equation: 0 d I I e     (1) where I 0 is the initial intensity of the X-ray beam, I is the intensity of the X-ray beam after the penetration of the examined object, d is the thickness of the object and μ is the X-ray attenuation coefficient. Resulting intensity incidents individual pixels of the detector and its value is creating a grey scale image known as a radiogram or X-ray projection. During an X- ray CT, many of these projections are acquired at different angles. Modern CT systems use various shapes of an X-Ray beam (cone beam, fan beam, collimated beam), various acquisition geometries (conventional CT, helical CT, limited angle CT) as well as various methods of calculating the reconstruction of a 3D model (Filtered Back Projection - FBP, Ordered Subset Expectation Maximization – OSEM). The visualization of the fracture process zone of the specimens presented in this paper was performed using conventional CT in the unique TORATOM (Twinned Orthogonal Adjustable Tomograph) device (Fig. 2), EP2835631. This advanced workstation combines two pairs of X-Ray tube-detectors in an orthogonal arrangement with fully motorized axes for geometry setting, which makes it possible to change the projection magnification from about 1.2 times to 100 times and the 3D volume resolution of 0.2 millimeters to units of micrometers. The orthogonal arrangement enables the Dual Source CT T