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HOLLFELDER - Основной каталог - 2013 EN

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           Application recommendations

           Inserts

Examples for achievable surface qualities

depending on the corner prole of the inserts:

Aluminium      Cutting data fz = 0.14 mm, vc = 2.000 m/min

               PCD-inserts with corner radius 0.4 =>                                Ra = 3.2 m
               PCD-inserts with chamfer and wiper geometry =>                       Rz = 17.0 m
               Cutting data fz = 0.13 mm, vc = 250 m/min
                                                                                    Ra = 0.25 m
                                                                                    Rz = 2.0 m

Cast iron

               Inserts with corner radius 0.4 =>                                    Ra = 1.7 m
               Inserts with chamfer and wiper geometry =>                           Rz = 11.5 m
               Cutting data fz = 0.13 mm, vc = 180 m/min
                                                                                    Ra = 0.9 m
                                                                                    Rz = 6.0 m

Steel

               Inserts with corner radius 0.4 =>                                    Ra = 1.4 m
               Inserts with chamfer and wiper geometry =>                           Rz = 10.0 m

                                                                                    Ra = 0.7 m
                                                                                    Rz = 5.5 m

Mean value of roughness Ra                             Average peak-to-valley height Rz

is the arithmetical mean value of the absolute values  is the average value of the single peak-to-valley
of all distances of the roughness profile R from the   heights of five successive single measuring lengths le
centre line within the total measuring length lm
                                                       Rz =   1  ( Z1 + Z2 + Z3 + Z4 + Z5 )
                 Ra                                       Z1  5
                                                                 Z2 Z3 Z4 Z5

           Im                                          Ie
                                                                         Im = 5 le

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