ВИЗНАЧЕННЯ РОЗМІРІВ ДЕФЕКТІВ ТА ЇХ ПОЛОЖЕННЯ ПРИ УЛЬТРАЗВУКОВОМУ КОНТРОЛІ МЕТОДАМИ МАТЕМАТИЧНОГО ТА КОМП’ЮТЕРНОГО МОДЕЛЮВАННЯ

• Datum: 2020
• Hauptverfasser: Babak, V.P., Bogachev, I.V., Khaidurov, V.V.
• Format: Artikel
• Sprache: Ukrainian
• Veröffentlicht: Institute of Engineering Thermophysics of NAS of Ukraine 2020
• Online Zugang: https://ihe.nas.gov.ua/index.php/journal/article/view/412
• Назва журналу: Thermophysics and Thermal Power Engineering

The use of sound waves to study the integrity of various metal structures is the most relevant method. The relevance is traced, in particular, in the ease of conducting such experiments, as well as its cheapness. The design of various parts requires the use of modern computer technology, which, using a mathematical apparatus that describes the process, allows you to determine the actual characteristics of the material to determine durability. This approach makes it possible to effectively create design solutions in order to create new parts and upgrade existing materials to extend their service life. The purpose of this work is to build mathematical models of homogeneous wave processes and their analysis in the form of computational experiments to control the passage of sound signals through the surface of the studied materials of objects. This approach is used to determine the influence of geometric parameters of defects in the form of cracks through which the signal passes, on its characteristics, which it describes after passing through these defects to the signal receiver, in particular, is the amplitude and frequency. For computational experiments, a point exciter of harmonic oscillations and a point receiver were chosen, which are located on different sides relative to the defect of a simple geometric shape. It should be noted that even minor defects affect the amplitude of the received signal, which passed through such defects. When a signal passes through defects of a simple geometric shape, the amplitude of such a signal decreases by 5–8 times and the average frequency decreases by 2–3 times.