To evaluate the wear of cutting tools, fractal dimension was proposed as a measure of the complexity of the cutting edge shape, and the changes in fractal dimension and cutting edge shape were evaluated. The cutting edge of the tool repeated microchipping and flattening, occasionally accompanied by large chipping, and eventually reached the end of its life. In this study, further experiments were conducted, and the relationship between fractal dimension evaluation of tool edge and tool life was examined. The cutting experiment of SCM 435 C using a cermet tool indicated that the value of the fractal dimension near the end of life varied depending on the rake angle (1.18 at a rake angle of 0° and 1.16 at a rake angle of 14° ). For small rake angle, many small (micro) chips were generated. Conversely, the scale of the chipping increases toward the end of life at large rake angle. In comparison with conventional flank wear width, cutting resistance, and shear angle, the fractal dimension is stable near the end of life and is an effective measure for tool life prediction.
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