Optimal notched specimen parameters for accurate fatigue critical distance determination
Author(s) -
Ciro Santus,
David Taylor,
M. Benedetti
Publication year - 2017
Publication title -
procedia structural integrity
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.285
H-Index - 18
ISSN - 2452-3216
DOI - 10.1016/j.prostr.2017.07.057
Subject(s) - critical distance , dimensionless quantity , fatigue limit , sensitivity (control systems) , simple (philosophy) , margin (machine learning) , stress (linguistics) , limit (mathematics) , materials science , stress intensity factor , mathematical analysis , mathematics , mechanics , structural engineering , fracture mechanics , computer science , physics , composite material , engineering , acoustics , philosophy , linguistics , epistemology , sound power , electronic engineering , machine learning , sound (geography)
The critical distance value should theoretically be determined from the plain specimen fatigue limit and the threshold stress intensity factor, though usually ordinary notch geometries are considered. In this paper, we proposed an optimized sharp notch with the aims of simple and reliable manufacture and, more importantly, a local strong stress gradient able to minimize the sensitivity on the deduced critical distance value. A numerical procedure is proposed to find the critical distance from the fatigue strength of the notched specimen, by implementing the line method with simple formulas based on dimensionless equations and specific coefficients derived from accurate FE analyses. A definition of the boundaries for a valid critical distance evaluation is also introduced and discussed. Finally, an application example is provided on a quenched and tempered steel also comparing the obtained critical distances with the threshold derived values
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