蜗杆和齿条啮合时,齿条的齿形必须和涡轮的齿形相一致吗?
蜗杆齿条传动data:image/png;base64,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
这种说法对吗
不对
啮合看啮合质量。。齿形不配对的,就没啥质量,线接触或点接触,指不定还有冲击,齿很快就会磨损失效。 “蜗杆和齿条啮合时,齿条的齿形必须和涡轮的齿形相一致吗?”
就这个问题,也有人敢回答,
蜗轮蜗杆传动、齿轮齿条传动;
蜗杆和齿条咬合的情况,说实话,我从业资历浅了~ 蜗杆和齿条啮合? 不错 很有创意 我可真蠢 怎么就没想到呢 妥妥的一个专利 没了 本帖最后由 702736 于 2021-10-25 17:04 编辑
majingfeng 发表于 2021-10-25 15:23
蜗杆和齿条啮合? 不错 很有创意 我可真蠢 怎么就没想到呢 妥妥的一个专利 没了
前几天,有人刚好画了一个图,发在论坛,所以没专利可申请了。而且这种传动机构网上很多
也不能差异太大,否则动几下就卡住了!
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