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Theoretical Derivation and Experimental Examination of the Stromeyer Relation for the Analysis of Fatigue Data

机译:疲劳数据分析的斯特洛默关系的理论推导和实验检验

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摘要

In 1914 Stromeyer published the empirical relation + - S_n =Fl+ C(10~6)~(1/4) for the mathematical description of fatigue (+ - S_n -nominal fatigue stress; Fl - fatigue limit; C - constant; n - number of stress cycles). In a previous publication Graefe has given a theoretical explanation of such a relation. In this paper the statistical distribution of the experimental fatigue data for steel is tested and no deviation from a normal distribution is found. The frequency dependence of the fatigue data is analyzed and is explained by temperature variations due to internal friction. Different models for defect growth are in concordance with the above-mentioned formulas.
机译:在1914年,Stromeyer发表了经验关系+-S_n = Fl + C(10〜6 / n)〜(1/4),以数学方式描述疲劳(+-S_n-标称疲劳应力; Fl-疲劳极限; C-常数; n-应力循环数)。在以前的出版物中,Graefe给出了这种关系的理论解释。本文测试了钢的实验疲劳数据的统计分布,没有发现与正态分布的偏差。分析了疲劳数据的频率依赖性,并解释了由于内部摩擦引起的温度变化。缺陷生长的不同模型与上述公式一致。

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