请教下拉伸试样的尺寸问题:矩形试样宽度必须大于厚度吗?
30mm的板材,要按全厚度取矩形比例试样做拉伸试验,那厚度取多少?我查了下标准如图data:image/png;base64,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
最大的宽度为30mm,那是不是违反了宽度大于厚度的原则?如果取大于30mm的话,标准上与没有显示,请问该怎么取?谢谢各位大侠回答!
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
如楼上发的图片,标准板材拉伸试样的尺寸对试样宽度有要求,厚度默认是板材厚度。 gaoxiuzhe 发表于 2025-12-19 08:45
如楼上发的图片,标准板材拉伸试样的尺寸对试样宽度有要求,厚度默认是板材厚度。 ...
问下,那我的板材是40的厚度,那宽度是25,这样宽度小于厚度,可行吗?因为我记得有个要求是宽度要大于厚度啊
sjhua103318 发表于 2025-12-23 21:02
问下,那我的板材是40的厚度,那宽度是25,这样宽度小于厚度,可行吗?因为我记得有个要求是宽度要大于厚 ...
拉伸试样是可以机加工的,40mm厚的板材可以加工成圆棒试样,也可以加工成矩形截面试样,矩形截面的宽厚比推荐不超过8:1。 gaoxiuzhe 发表于 2025-12-24 08:34
拉伸试样是可以机加工的,40mm厚的板材可以加工成圆棒试样,也可以加工成矩形截面试样,矩形截面的宽厚比 ...
我们技术条件上用的是矩形试样,那问下,30MM厚的试样宽度取30MM,行吗?宽厚比1:1.好像也行啊?
sjhua103318 发表于 2025-12-24 20:35
我们技术条件上用的是矩形试样,那问下,30MM厚的试样宽度取30MM,行吗?宽厚比1:1.好像也行啊?
...
可以的,符合标准要求,你这个厚度的加工成圆棒试样吧,我们一般方便加工成圆棒试样的都是加工成圆棒试样做拉伸的。
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