发明名称 |
Harmonic drive gear reduction mechanism |
摘要 |
A harmonic drive gear reduction mechanism includes a rigid inner spline with 2(n+1) teeth and a tooth module of m, a flexible outer spline inserted in the rigid inner spline has 2n teeth and a tooth module of m, a flexible bearing inserted in the flexible outer spline, and a wave generator inserted in the flexible bearing. A thickness between an inner diameter of the flexible bearing and a pitch diameter of the flexible outer spline is t, a cross sectional profile of the wave generator consists four curves, the first and third curves have a radius of curvature R, R=m (n+1)−t, a central angle of the first and third curves is k, and 10<k≦60, the second and fourth curves and conjunction points between the second, fourth curves and the first, third curves can be first-order differentiated. |
申请公布号 |
US9470301(B2) |
申请公布日期 |
2016.10.18 |
申请号 |
US201314059409 |
申请日期 |
2013.10.21 |
申请人 |
Hiwin Technologies Corp. |
发明人 |
Kuo Chang-Hsin |
分类号 |
F16H33/00;F16H35/00;F16H37/00;F16H49/00 |
主分类号 |
F16H33/00 |
代理机构 |
Wang Law Firm, Inc. |
代理人 |
Wang Law Firm, Inc. |
主权项 |
1. A harmonic drive gear reduction mechanism, comprising:
a rigid inner spline being hollow circular structure provided with 2(n+1) teeth and having a tooth module of m; a flexible outer spline being a hollow circular structure inserted in the rigid inner spline and provided with 2n teeth and the same tooth module of m as the rigid inner spline; a flexible bearing being a hollow structure inserted in the flexible outer spline; and a wave generator inserted in the flexible bearing; wherein a thickness between an inner diameter of the flexible bearing and a pitch diameter of the flexible outer spline is defined as t, a cross sectional profile of the wave generator consists of a first curve, a second curve, a third curve and a fourth curve, the first and third curves have a same radius of curvature R, it satisfies the equation: R=m (n+1)−t, a central angle of the first and third curves is k degrees, and 10<k<60, the second and fourth curves can be first-order differentiated, and conjunction points between the second and fourth curves and the first and third curves can also be first-order differentiated; the teeth of the flexible outer spline are involute teeth. |
地址 |
Taichung TW |