ストライエーションから実働荷重を推定する方法について

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タイトル別名
  • A Method for Predicting Service Load from the Width and Height of Striation.
  • ストライエーション カラ ジツドウ カジュウ オ スイテイスル ホウホウ ニ

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In order to predict service load from fatigue fracture surface, the use of striation spacing (s) and the ratio of striantion height (H) to s, H/s is proposed. It is well known that s is correlated with the crack growth rate da/dN. However, since the crack growth curve da/dN-ΔK depends on the stress ratio R (=Pmin/Pmax=Kmin/Kmax), it is not possible to determine the minimum service load Pmin and the maximum service load Pmax only from da/dN-ΔK or s-ΔK relationship. In the previous paper, the authors found that there existed one-to-one correspondence between H/s and the stress ratio R for 2017-T4 aluminum alloy and SUS304. Thus, the key to evaluate the stress ratio R in service load is an acurate determination of H/s. The method used in the previous paper to measure H of striations is composed of several procedures such as cutting, embedding in plastics and finally sectioning specimens by a microtome (a special cutting machine). In this paper, an improved method of sectioning the fracture surface directly by the microtome is developed. By the new method, an increased number of accurate data of H/s become available and the histogram indicating the scatter of H/s values specific to a definite R ratio can be obtained. Three materials, 2017-T4 aluminum alloy, SUS304 and a high Mn steel, were investigated in order to study the effect of material properties on the relationship between H/s and R. It was found that the mean value of the upper twenty data of 100 measured values of H/s was a unique function of R for all three materials. This result implies, with a high degree of plausibility, the existence of one-to-one correspondence between H/s and R regardless of materials. Thus, the master curve (H/s-R relationship) obtained in this study may be used for the failure analysis of various structures of different materials.

収録刊行物

  • 材料

    材料 45 (3), 340-345, 1996

    公益社団法人 日本材料学会

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