Түзеткіш коэффициентін ескереміз К (кесте 31 мен 22, б.430); Бірақ бұл коэффициент 1-ші мысалдың шығаруындағы кесу күшінің өстік құраушысын есептеу кезінде анықталған: КР=КМр=0,95.
СИ М=9,81*0,0345*28 *0,4 *0,95=9,81*0,0345*784*0,48*0,95=120,99Н*м (12,33кгс*м).
7. Кесу кезінде кеткен құат (б. 437)
![](data:image/png;base64,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) 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