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The Da limit values for the list of 9 cutting edge length values can be calculated
                   and result in:

                   L =    5.0mm,  Da = 0.0009mm
                   L =    7.5mm,  Da = 0.0010mm
                   L =  10.0mm,   Da = 0.0011mm
                   L =  12.5mm,   Da = 0.0012mm
                   L =  15.0mm,  Da = 0.0013mm
                   L =  17.5mm,   Da = 0.0014mm
                   L =  20.0mm,   Da = 0.0015mm
                   L =  22.5mm,   Da = 0.0016mm
                   L =  25.0mm,   Da = 0.0017mm




















                                Figure 6: Maximal radii of curvature - modified approach

                   The resulting slanted straight line of maximal Radii was imported into the array
                   of graphs in Figure 4, resulting in Figure 6. A measurement length of 10mm
                   results now in a maximal cutting-edge radius of 1000mm and a 20mm cutting
                   edge length allows 3000mm radius. The modified approach not only takes into
                   account experience and best practices in bevel gear design, it also compliant
                   with the fact that smaller radii are easier to measure accurately than very large
                   radii. If the intersection points between the slanted maximal Radii line and the
                   hyperbolic graphs deliver the diagram with maximum radius  of curvature ac-
                   cording to the modified approach, shown in Figure 7 [2].




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