求助帖：内多头螺纹,外单头螺纹配合 移动行程及方向
如图示意，原理说明：固定件完全固定，活动件1通过内多头螺纹与活动件2配合，活动件1通过外单头螺纹与固定件配合，固定活动件2与固定件有一段直段配合，当转动活动件1时，由于内外螺纹牙距、螺纹旋向不同，会使得活动件2朝着不同方向移动；问题：1. 当螺纹均为右旋或者均为左旋时，活动件2移动行程是多少 移动方向怎么看 2.当一侧为左旋，另一侧为右旋螺纹时，活动件2移动行程是多少 移动方向怎么看
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
变焦镜头啊，没画过，我估计同左旋是，行程是相加的，而且设计时，应该就是同左旋或者右旋吧 同旋向加，不同减
往螺距大的走 同左旋或右旋：活动件 1 转动时，内外螺纹相对运动。活动件 2 的移动是两者导程差。因为同旋向，行程是导程差。方向看螺纹旋向和相对转动。比如右旋，活动件 1 转一圈，内螺纹让活动件 2 动 6mm，外螺纹让活动件 1 自己动 0.5mm，所以活动件 2 实际行程是 6 - 0.5 =5.5mm。方向根据旋向，同旋向时，两者相减，方向由导程大的决定
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