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Analysis of Helical Torsion Spring for Epicyclic Traction Drive

机译:周转牵引传动的螺旋扭力弹簧分析

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Let us consider a simple epicyclic traction drive containing a sun wheel, an annular wheel, planetary wheels and a planet carrier. The annular wheel is substituted by a helical torsion spring with rectangular cross section. The spring has initial tensioning, tightened to the planetary wheels. When the number of coils is z and the number of planet wheels is N, there are zN piece of concentrated forces acting to the spring from inside towards outside. The main load of the spring is bending, it is computable along the spring wire. The bending moment is limited by the spring material and the cross section of spring. The radial forces acting to the spring are governed by the constraint of stress equality, the deflections of the contacting parts are determined by the radial (and slightly the tangential) forces. An initial shape of the spring that assures the proper operation of the drive after the assembly, is calculated by elementary mechanical calculation methods. The main goal is the developing of a traction drive in which the clamping force is proportional to the torque which should be transmitted, for the sake of the favourable life rating and the efficiency.
机译:让我们考虑一个简单的周转牵引驱动器,它包含一个太阳轮,一个环形轮,行星轮和一个行星架。环形齿轮由具有矩形横截面的螺旋扭力弹簧代替。弹簧已初步张紧,已紧固至行星轮。当线圈数为z且行星齿轮数为N时,zN个集中力从内向外作用于弹簧。弹簧的主要载荷是弯曲的,可以沿着弹簧线计算。弯矩受弹簧材料和弹簧横截面的限制。作用在弹簧上的径向力由应力相等的约束控制,接触部分的挠度由径向(略微为切向)力确定。通过基本的机械计算方法来计算弹簧的初始形状,以确保组装后驱动器的正确运行。主要目标是开发一种牵引驱动器,其中,为了获得良好的使用寿命和效率,夹紧力与应传递的扭矩成比例。

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