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Strain rate concentration factor in comparison with stress concentration factor of a circumferential notch in a round bar specimen

机译:圆棒试样的应变率集中系数与周向缺口的应力集中系数比较

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摘要

High-speed tensile testing is now being recognized as a standard testing method for evaluating the impact strength of engineering materials. The impact speeds of Izod and Charpy tests cannot be controlled and therefore do not correspond to the real failure of real products. The brittle-ductile transition of structural materials is affected by the temperature and loading speed. In the high-speed tensile test, it is necessary to obtain the strain rate at the notch root accurately to understand the effect of impact load. For smooth specimens, the strain rate can be determined from the tensile speed u/t and specimen length l as εsmooth = u/tl. For notched specimens, however, the strain rate at the notch root εnotch should be analyzed accurately. In this study, therefore, the strain rate concentration factor defined as Ktε = εnotch/εsmooth is studied with varying the notch geometry. To predict the strain rate concentration factor Ktε accurately, the relationship between Ktε and the stress concentration factor Kt* = σmax/σgross is investigated. Here, σgross is the remote tensile stress and P is the tensile load. It is found that the strain concentration factor Ktε can be estimeted from stress concentration factor Kt* when the relative notch depth 2t/D≦0.5 (t : notch depth, D : the specimen diameter).
机译:如今,高速拉伸测试已被视为评估工程材料冲击强度的标准测试方法。艾佐德(Izod)和夏比(Charpy)测试的冲击速度无法控制,因此与真实产品的实际故障不符。结构材料的脆性-韧性转变受温度和加载速度的影响。在高速拉伸试验中,有必要准确地获得缺口根部的应变率,以了解冲击载荷的影响。对于光滑的样品,应变率可以由拉伸速度u / t和样品长度l确定为εsmooth= u / tl。但是,对于有缺口的试样,应准确分析缺口根ε缺口处的应变率。因此,在本研究中,通过改变缺口的几何形状来研究定义为Ktε=εnotch/εsmooth的应变率集中系数。为了准确地预测应变率集中系数Ktε,研究了Ktε与应力集中系数Kt * =σmax/σgross的关系。此处,σgross是远程拉伸应力,P是拉伸载荷。发现当相对缺口深度2t /D≤0.5(t:缺口深度,D:试样直径)时,可以从应力集中系数Kt *开始考虑应变集中系数Ktε。

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