A. P. Kren'UDC 539.3The possibility of determining the fracture toughness under conditions of elastic contact during dynamic indentation is analyzed. Procedures are proposed for estimating the critical stress intensity factor from the parameters of initiating cracks and directly from the contact force versus indentation depth curve during dynamic indentation.To test the fracture toughness (crack growth resistance) of brittle materials (glass, ceramics, etc.) is an urgent and complex problem. This is due, first of all, to the fact that the standard test methods [1, 2] and recently proposed [3,4] measurement procedures are rather difficult to implement. Difficulties arise both during the manufacture of test specimens and directly in the process of crack formation. In order to test this, the method of estimating the fracture toughness from the results of measuring sizes of initiating radial cracks in the material under static indentation is widely used [5]. A Vickers hardness tester (with a diamond pyramid indenter), the so-called indentation fracture (IF) method, is used as a basic tool [6,7]. The IF-method, though widely used, has still a number of limitations, of which the main ones are the accuracy of determining crack size in optically opaque materials [8] and cumbersome equipment prohibiting the testing directly on the object. At the same time, glass and ceramics are widely used in various branches of industry, such as the aerospace and automobile industry, the building and construction industry, etc. On this basis, the development of the method that would enable fast evaluating the fracture toughness using simple and commonly available equipment is urgent.The dynamic indentation method that can be implemented by recording the whole process of pressing an indenter has a greater opportunity than the IF-method [9]. The use of this method for estimating the fracture toughness of brittle materials has undoubtedly a number of advantages. Noteworthy is the difference in the deformation pattern manifested during indentation at different indenter velocities and radius of curvature of the indenter tip. Thus, according to [10], during indentation of glass by a flat die or a spherical indenter with a large radius of curvature, the fracture pattern is predominantly brittle, whereas during indentation by a pyramid, cone or a spherical indenter with a small radius of curvature, the character of fracture becomes more complex since a large part of the energy is spent on the plastic deformation. The critical indenter radius defines the boundary beyond which the hardness H is the governing factor of the material behavior during indentation. With the increase in the indenter radius, the fracture is defined by the material fracture toughness that can be characterized by the critical stress intensity factor (SIF) K c 1 . Here, an increase in the rate of loading is a guaranteed prerequisite for the Hertzian fracture. These statements testify that the creation of the condition for brittle fracture (impact indentation) seems to be mo...