Abstract

In the present study, a model to predict the fatigue crack growth (FCG) behaviour at low temperatures is proposed for a low alloy steel (16 Mn). The experimental results indicate that fatigue ductile-brittle transition (FDBT) occurs in 16 Mn steel and the FDBT temperature ( T FDBT ) is about 130 K. When T > T FDBT , the FCG mechanism in the intermediate region is the formation of ductile striation and the FCG rates decrease with decreasing temperature. When T ≈ T FDBT , the FCG mechanism changes into microcleavage and the fatigue fracture toughness K fc of the steel decreases sharply. The FCG rates tend to increase as the temperature is further reduced. The test data of the FCG rates are well fitted by the formula developed by Zheng and Hirt. An approximate method to predict ΔK th of the steel at low temperatures is proposed and then a general expression of the FCG rates is given at temperatures ranging from room temperature to T FDBT . By means of the expressions proposed in this paper, the FCG rates at low temperatures can be predicted from the tensile properties if the endurance limit σ −1 and δk th , at room temperature are known. Finally, a model for FDBT is tentatively proposed. Using this model, one can predict T FDBT from the ductile-brittle transition curve determined from impact or slow bending tests of cracked Charpy specimens.

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