Tool
AssigneeOsg Corporation
InventorsHideaki Imaizumi, Tetsuya Adachi
Life of this patent
Estimating the term…
Abstract
To provide a tool that can reduce the maximum value of cutting resistance when adjacent peripheral edges cut a workpiece simultaneously. A lead L of a spiral flute 21, a waveform pitch P, the number of edges N of peripheral edges 22, and a natural number m are set to satisfy L/N=m×P−P/N±P/2 or L/N=m×P+P/N±P/2, the waveforms of adjacent ones of the peripheral edges 22 at the positions where they contact a workpiece simultaneously are in an anti-phase relationship when the adjacent peripheral edges 22 cut the workpiece simultaneously. Therefore, there is an effect that the length of the cutting edges that contact the workpiece simultaneously is shortened to reduce the maximum value of cutting resistance.
Claims2
A tool having a plurality of spiral flutes formed spirally with a predetermined lead, and a plurality of peripheral edges formed along the spiral flutes, in which waveforms of a same shape are formed repeatedly at a predetermined pitch, the tool performing cutting process on a workpiece with the peripheral edges by being rotated about an axis, wherein
- phases of waveforms of adjacent ones of the peripheral edges in a direction of the axis are arranged to shift in a direction same as a direction of the spiral of the spiral flute;
- and
- when it is assumed that L is the lead of the spiral flutes, P is the pitch of the waveforms, N is the number of edges of the peripheral edges, and m is a natural number, L, P, N, and m satisfy:
- L/N=m×P−P/N+P/2 or L/N=m×P−P/N−P/2.
A tool having a plurality of spiral flutes formed spirally with a predetermined lead, and a plurality of peripheral edges formed along the spiral flutes, in which waveforms of a same shape are formed repeatedly at a predetermined pitch, the tool performing cutting process on a workpiece with the peripheral edges by being rotated about an axis, wherein
- phases of waveforms of adjacent ones of the peripheral edges in a direction of the axis are arranged to shift in a direction opposite to a direction of the spiral of the spiral flute;
- and
- when it is assumed that L is the lead of the spiral flutes, P is the pitch of the waveforms, N is the number of edges of the peripheral edges, and m is a natural number, L, P, N, and m satisfy:
- L/N=m×P+P/N+P/2 or L/N=m×P+P/N−P/2.
Dependencies are inferred from the claim text.