检测项目
冲击试验
检测目的
材料在冲击载荷作用下所表现的性能
检测范围
各种材料
项目介绍
冲击试验是把要试验的材料制成规定形状和尺寸的试样,在冲击试验机上一次冲断,用冲击试样所消耗的功和断口形貌特点,经过整理得到规定定义的冲击性能指标。例如,冲击韧度、冲击吸收功,以及纤维断口所占断口面积的百分比等。冲击试验所得性能指标没有明确的物理意义,所得性能数据也不直接用于对所测性能做定量评价或设计计算;但冲击试验简单方便,是最容易获得的材料动态性能试验方法,迄今已积累了大量的冲击试验数据和评价这些数据的经验。
![冲击试验](/uploads/allimg/240530/1-24053011240R57.jpg)
冲击试验原理
由于冲击过程是一个相当复杂的瞬态过程,精确测定和计算冲击过程中的冲击力和试样变形是困难的。为了避免研究冲击的复杂过程,研究冲击问题一般采用能量法。能量法只需考虑冲击过程的起始和终止两个状态的动能、位能(包括变形能),况且冲击:摆锤与冲击试样两者的质量相差悬殊,冲断试样后所带走的动能可忽略不计,同时亦可忽略冲击过程中的热能变化和机械振动所耗损的能量,因此,可依据能量守恒原理,认为冲断试样所吸收的冲击功,即为冲击摆锤试验前后所处位置的位能之差。还由于冲击:时试样材料变脆,材料的屈服极限σ,和强度极限σb随冲击速度变化,因此工程上不用σs和σb,而用韧度ap衡量材料的抗冲能力。
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)
冲击试验时,把试样放在图1-41的B处,将摆锤举至高度为H的A处自由落下,摆锤冲断试样后又升至高度为h的C处,其损失的位能Ao =G(H - h)通常称为冲击吸收功,式中G为摆锤重力,单位为牛顿(N); Aau 为缺口深度为2mm的U形试样的冲击吸收功,单位为焦耳(J)。
冲击试验标准
测试项目 |
测试标准 |
测试周期 |
试样要求 |
室温冲击试验 |
ASTM E23 -18(CNAS CMA)
|
5 |
1、矩形试板:100mm×100mm×30mm
圆形试棒:Ф15,L=200mm
(最小要求为:能取出55mm×10mm×2.5mm的试样)
2、每组3个样
3、测试项目默认出具吸收功,如需侧膨胀值、剪切断面率请写明;
4、如需判定须提供产品牌号、加工状态、判定标准;
5、注意较多标准对6mm以下产品无冲击要求,如客户坚持做并判定,须给定要求值
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ASTM A370-17(CNAS CMA)
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ASTM A370-19e1(CNAS CMA)
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GB/T 229-2007(CNAS CMA)
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BS EN ISO 148-1: 2016
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ISO 148-1:2016(CNAS CMA)
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JIS Z 2242-2005(CNAS CMA)
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AS 1544.2-2003(CNAS CMA)
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有害相-夏比冲击试验
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ASTM A923-014 method B
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5 |
1、尺寸足够制取3个55*10*10mm的试样数量 3个
2、A法合格无需做此试验
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低温冲击试验
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ASTM E23 -18(CNAS CMA)
|
5 |
1、矩形试板:100mm×100mm×30mm
圆形试棒:Ф15,L=200mm
(最小要求为:能取出55mm×10mm×2.5mm的试样)
2、每组3个样
3、测试项目默认出具吸收功,如需侧膨胀值、剪切断面率请写明;
4、如需判定须提供产品牌号、加工状态、判定标准;
5.注意较多标准对6mm以下产品无冲击要求,如客户坚持做并判定,须给定要求值
6.必须指明温度
(现无锡实验室可做-196℃~室温;低于-70℃冲击,要求建单时通知实验室准备)
|
ASTM A370-17(CNAS CMA)
|
ASTM A370-19e1(CNAS CMA)
|
GB/T 229-2007(CNAS CMA)
|
BS EN ISO 148-1: 2016
|
ISO 148-1:2016(CNAS CMA)
|
NB/T20004-2014(CNAS CMA)
|
AS 1544.2-2003(CNAS CMA)
|
冲击试验步骤
1、测量试样缺口处的横截面尺寸,其偏差应在规定的范围内。
2、根据所测试的材料,估计试样冲击吸收功的大小,从而选择合适的冲击摆锤和相应的测试度盘,使试样折断的冲击吸收功在所用摆锤最大能量的10%~90%范围内。
3、进行空打实验。其方法是使被动指针紧靠主动指针并对准最大打击能量处,然后扬起摆锤空打,检查此时的被动指针是否指零,其偏离不应超过度盘最小分度值的1/4。否则需进行零点调整。
4、正确安装试样:将摆锤稍离支座,试样紧贴支座安放,使试样缺口的背面朝向摆锤打击方向,试样缺口对称面应位于两支座间的对称面上,其偏差不应大于+0.2mm,如图1-41所示。
![](data:image/png;base64,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)
5、冲击试验温度一般应控制在10- 35°C;对试验温度要求严格时为23+5'C。
6、进行试验。将摆锤举起到高度为H处并锁住,然后释放摆锤,冲断试样后,待摆锤扬起到最大高度,再回落时,立即刹车,使摆锤停住。
7、记录表盘上所指示的冲击吸收功Aku,取回试样,观察试样断口的形貌特征。