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A new phenomenological approach is presented to model the mean stress effect in various material systems and fibre dominated stacking sequences.
Fatigue design coefficients relevant to the notch support effect, surface finish, mean stress effect in bending and load type (axial or bending) were derived from the experimental test results and, whenever possible, were compared with ISO Standard recommendations.
The aim of the study was to evaluate the mean stress effect on high-cycle fatigue life, to explain the scatter of fatigue life data and a scatter related to material produced under nominally identical production conditions.
Mean stress effect is also included in this criterion.
It is supplemented with a mean stress effect correction.
Mean stress effect was also considered by the prediction models.
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Finally, it is concluded that for a 304 stainless steel, in order to take into account the mean stress in fatigue life, the mean stress effect has to be decomposed into two parts: maximum and "intrinsic" mean stress effects.
Particularly, it was analysed both the torsion stress and mean stress effects on the fatigue strength and failure mechanisms.
The problem is due to the fact that all cycle by cycle mean stress effects are aggregated during the Fourier transform process into a single zero frequency content.
For two representative metals, model is able to reproduce typical stress-life response, mean stress effects and sequencing effects under variable amplitude loads.
The samples pre-treated by DSA have higher peak tensile stress and positive mean stress effects, which is responsible for the lifetime reduction.
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