The results of Stanton and Bairstow (1908) have been reanalyzed to yield information on the composition dependence of the low cycle impact fatigue properties of pearlitic plain carbon steels. It has been found that the energy absorbed per impact, E,, and the number of impacts to failure, N,, are related by the equation:In this equation q is determined by the carbon, manganese and silicon contents of the steel; E,, is the impact endurance limit; and C and D are constants. The curve represented by this equation intersects that representing the Johnson-Keller high cycle impact fatigue equation at a value of log, N,equal to l/C. Thus, the transition from low to high cycle impact fatigue occurs at this value of log, N,.
NOMENCLATUREC, D = low cycle impact fatigue constants E, = energy absorbed in one impact Ek = impact fatigue parameter E,, = impact endurance limit Nf= number of impacts to failure N , = value of N, at low/high cycle impact fatigue transition p = impact fatigue exponent q = low cycle impact fatigue exponent -+TRODUCTIONIn 1908 Stanton and Bairstown [l] published an extensive set of results on the impact fatigue properties of nine plain carbon steels. This work was part of a broader study of the mechanical properties of these materials part of which, including an account of the chemical compositions and microstructures of eight of these materials, had already been published [2]. The carbon contents of these eight steels ranged from 0.039 to 0.604% and they had microstructures consisting of proeutectoid ferrite and pearlite. The impact fatigue tests were conducted using tensile specimens with a circumferential notch impacted by a falling tup. Between each blow the specimen was rotated about its axis by 180" so that the blows were applied at opposite ends of a diameter. The energy absorbed in each impact was adjusted so as to produce fracture in up to about 60,000 impacts. Although Stanton and Bairstow's work on impact fatigue was both careful and extensive they did not attempt to analyze their results in great detail. In 1981 Johnson and Keller [3] used these results to show that, except in the region of low cycle impact fatigue, the number of impacts to fracture Nf, and the energy absorbed, El, are related by the equation