用于预测韧性材料断裂韧性的线性应力分析的实验和数值研究

Sara H. Khudair, Atheed Taha, A. Nassar
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摘要

本文的目的是根据 ASTM-E399-12 [1],使用厚度为 15 mm、宽度为 30 mm、预裂纹为 1.3 mm 的韧性材料 CT 试样,在 600 kN 万能试验机上以 0.5 mm/min 的极慢速度拉动试样,通过实验和数值方法确定线性区域的应力强度因子。施加载荷直至断裂,计算机控制的万能试验机给出载荷值,位移传感器给出裂口张开位移。结果表明,实验 KI 等于 75.412 MPa√m,数值 KI 等于 74.576 MPa√m,与实验结果相比,有限元分析应力强度因子略有下降,这意味着应力强度因子 KI 在实验和数值之间保持非常接近,误差百分比约为(1.12 %)。有限元分析提供了真实断裂韧性值的最佳近似值,在无法进行实验测试的情况下,可以利用有限元分析获得接近的参数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Experimental and Numerical Study the Linear Stress Analyses for the Prediction of Fracture Toughness of Ductile Material
The purpose of this paper is to determine a stress intensity factor experimental and numerically in the linear region by using a CT specimen of ductile material with a thickness of 15 mm, a width of 30 mm, and pre-crack 1.3 mm this dimension according to ASTM-E399-12 [1], by pulling the specimen in a 600 kN universal testing machine at a very slow speed rate of 0.5 mm/min. The load is applied until the fracture is accrued, the computer-controlled universal testing machine gives the value of the load and the displacement transducer gives a crack mouth opening displacement. The result showed experimental KI is equal to 75.412 MPa√m, and numerical KI is equal to74.576 MPa√m, this test showed a very slight decrease in FEA stress intensity factor compared to that in an experimental result which means the stress intensity factor, KI remains very close between experimental and numerical with an error percentage of about (1.12 %). The finite element analysis provides the best approximation to true fracture toughness values, and it can be used to acquire close parameters if experimental testing is not possible.
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