钢和玻璃/环氧复合材料强度测量中的数据散射

A. Catangiu, D. Ungureanu, V. Despa
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引用次数: 11

摘要

摘要材料的强度是一个复杂的函数,它涉及两个主要组成部分:材料的性质和缺陷的存在。通常玻璃由于存在大量的缺陷而表现出易碎性,其影响是在拉伸强度测量中数据的大范围散射。采用威布尔概率密度函数来描述拉伸试验中实验数据的散点性,强调三种不锈钢等级与玻璃环氧复合材料拉伸强度的方差差异。主要目标是对这些分布进行数学建模,并找到预测试样在特定应力作用下失效概率的方程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Data Scattering in Strength Measurement of Steels and Glass/Epoxy Composite
Abstract The strength of materials is a complex function which involve two main components, material nature and the presence of defects. Usually glasses exhibit a fragile behavior due to a numerous flaws and the effect is a large range of data scattering in tensile strength measurement. The Weibull probability density function was applied to describe the scatter of experimental data in tensile test, which emphasize a difference between variance in case of tensile strength of three stainless steel grades and glass epoxy composite. The main goal is mathematical modeling of those distributions and finding of equations which predict the probability of failure for a sample subjected to a specific stress.
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