Development of a power model for cutting the intermittent grinding process and investigation of the complex stress state of the working segments on a vulcanite bundle

The present article is devoted to the development of a mathematical model for describing the power characteristics of the flat schliophany process using discontinuous circles. A mathematical model is developed to determine the numerical value of the tangential component of the cutting force, taking into account the features of the intermittent grinding process. Using numerical methods, the assessment of the complexly loaded condition of the working segments of an intermittent grinding wheel made on the basis of abrasive bars made of silicon carbide on a vulcanite bundle was performed. Based on the results of numerical modeling, the technical feasibility of using abrasive bars made of silicon carbide on a vulcanite bond for the manufacture of a grinding wheel for grinding titanium alloys for the processing conditions under consideration is substantiated.