人渣乙 发表于 2022-3-16 22:01:42

冷拉可以提高抗拉强度么?为什么

冷拉可以提高抗拉强度么?为什么?

尹志春 发表于 2022-3-16 22:15:11

冷作硬化,金属纤维方向,拉了更紧密

晓昀 发表于 2022-3-17 05:37:24

冷拉使材料的内部拉应力超过了屈服强度,未超过极限强度,屈服强度值提高了。

3983596 发表于 2022-3-17 07:34:41

冷作硬化

人渣乙 发表于 2022-3-17 08:24:22

晓昀 发表于 2022-3-17 05:37
冷拉使材料的内部拉应力超过了屈服强度,未超过极限强度,屈服强度值提高了。

这我理解,但是提高的不仅是屈服,抗拉强度也提高了,我现在唯一能想到的是不是晶粒拉伸后破碎细化了,位错缺陷也增加了,所以抗拉提高了?

人渣乙 发表于 2022-3-17 08:26:03

3983596 发表于 2022-3-17 07:34
冷作硬化

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没说抗拉强度提高啊,,,,

开心789 发表于 2022-3-17 10:24:33

金属材料在常温或再结晶温度以下的加工产生强烈的塑性变形,使晶格扭曲、畸变,晶粒产生剪切、滑移,晶粒被拉长,这些都会使表面层金属的硬度增加,减少表面层金属变形的塑性,称为冷作硬化。金属在冷态塑性变形中,使金属的指标强化,如屈服点、硬度等提高,塑性指标如伸长率降低的现象称为冷作硬化。冷作硬化的过程中材料的弹性模量不会发生改变。

kefadick 发表于 2022-3-17 11:07:37

看下试样的拉伸曲线就会明白了,屈服极限之后还有一个抗拉极限。拉伸是拉过屈服极限。

人渣乙 发表于 2022-3-17 13:23:26

kefadick 发表于 2022-3-17 11:07
看下试样的拉伸曲线就会明白了,屈服极限之后还有一个抗拉极限。拉伸是拉过屈服极限。

嗯,我知道,冷拉是要用大于屈服的力来拉的,拉完屈服也提高我也理解,不理解的是为什么抗拉也提高了

人渣乙 发表于 2022-3-17 13:24:47

开心789 发表于 2022-3-17 10:24
金属材料在常温或再结晶温度以下的加工产生强烈的塑性变形,使晶格扭曲、畸变,晶粒产生剪切、滑移,晶粒被 ...

这就是百度百科上的,我看过,但这里面没提到会提高抗拉强度啊
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