2011
DOI: 10.3139/120.110256
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Zur Auswertung von Schwingfestigkeitsversuchen im Zeitfestigkeitsbereich —

Abstract: Kurzfassung Die Auslegung schwingend beanspruchter Bauteile setzt häufig experimentell ermittelte Wöhlerlinien voraus. Diese werden aus Einstufenschwingversuchen bestimmt. Die Auswertung solcher Versuche erfordert statistische Verfahren. Neben der mittleren 50%-Wöhlerlinie muss auch das Streuverhalten der Experimente analysiert werden. Der vorliegende Beitrag gibt Hinweise zur Abschätzung der Standardabweichung aus einer Stichprobe von Wöhlerversuchen. Zur Korrektur der systematischen Unterschät… Show more

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Cited by 13 publications
(4 citation statements)
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“…The lower number of sustainable load cycles N50% with an increased frequency has an effect on the S–N diagram, i.e., the S–N curve is shifted to the left, see Figure . Furthermore, it is known from the literature that the value of the scatter T N increases as the fatigue strength σD approaches, e.g., Martin et al This results in a vertical shift of the S–N curve in the S–N diagram. In Figure , this influence is also strikingly illustrated.…”
Section: Discussion Of Resultsmentioning
confidence: 99%
“…The lower number of sustainable load cycles N50% with an increased frequency has an effect on the S–N diagram, i.e., the S–N curve is shifted to the left, see Figure . Furthermore, it is known from the literature that the value of the scatter T N increases as the fatigue strength σD approaches, e.g., Martin et al This results in a vertical shift of the S–N curve in the S–N diagram. In Figure , this influence is also strikingly illustrated.…”
Section: Discussion Of Resultsmentioning
confidence: 99%
“…It is important to select the stress horizons exclusively within the high cycle fatigue region and as close as possible to the transition areas for low cycle and long life fatigue. However, this requirement assumes prior knowledge of the approximate positions of the three regions, which highlights a disadvantage of the horizon method [4]. The determination of S-N curves can also be achieved using the pearl-string method as described in the German standard DIN 50100 [3].…”
Section: State Of the Artmentioning
confidence: 99%
“…4. Analogous to the pearl string method in DIN 50100: 2016-12 (2016), the standard deviation of the logarithmic load cycle numbers at failure over all tests was determined as s logN,corr = 0.1922 (corrected according to Martin et al 2011 to compensate for the limited sample size). This approach is based on the assumption that the respective standard deviation is constant in the finite-life regime.…”
Section: Load Cycle Numbersmentioning
confidence: 99%