oceandeep 发表于 2016-1-29 10:08

外国的图纸看不懂啦

遇见一个减速机故障,处理时发现图纸有点不懂的地方,请教一下各位,齿轮啮合处的2.5的实心圆点是什么意思?
多谢!

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

oceandeep 发表于 2016-2-1 07:54

本帖最后由 wdhd 于 2016-7-6 10:16 编辑

  终于把图片传上去啦

fengchunlijdb 发表于 2016-2-2 07:42

本帖最后由 fengchunlijdb 于 2016-2-2 07:45 编辑

3个直径为2.5的圆孔(国内单位为毫米)如果该部件不和齿轮一体,有可能是齿轮加油装置上的加油孔最好有张整体图

oceandeep 发表于 2016-2-2 08:01

谢谢楼上的回答。没有整体图纸呀,从没见过这么画的剖面图,所以问下。
这个减速机的振动挺奇怪的,现在还没找到root cause,也许过几天我发上来大家看看。
再次感谢!

猫头鹰先生 发表于 2016-2-2 10:20

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猫头鹰先生 发表于 2016-2-2 12:29

是法语,3个直径为2.5mm的小孔。

oceandeep 发表于 2016-2-3 09:45

猫头鹰先生 发表于 2016-2-2 12:29
是法语,3个直径为2.5mm的小孔。

厉害呀,我问过法国留学回来的,结果只告诉我那个法语是上面的意思。。。。。。

迷你猫 发表于 2016-2-3 20:07

但这点小图看不出什么,只知道是3个2.5的小孔,是不是减速机内部油管上开的孔?
页: [1]
查看完整版本: 外国的图纸看不懂啦