Fatigue behaviour analysis of mechanical components subject to random bimodal stress process: Frequency domain approach

International Journal of Fatigue

Volumn 27, Issue 4, 2005, Pages 335-345

  Braccesi, Claudio ^a   Cianetti, Filippo ^a   Lori, Guido ^a   Pioli, Dario ^a  

^a UNIVERSITY OF PERUGIA   (Italy)

Author keywords

Bimodal PSD; Frequency domain; High cycle fatigue

Indexed keywords

ERROR ANALYSIS; FATIGUE TESTING; FINITE ELEMENT METHOD; NATURAL FREQUENCIES; PARAMETER ESTIMATION; SPECTRUM ANALYSIS;

BIMODAL PSD; FREQUENCY DOMAIN; HIGH CYCLE FATIGUE; MULTIBODY SIMULATION;

STRESS ANALYSIS;

EID: 10844289566     PISSN: 01421123     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ijfatigue.2004.09.004     Document Type: Article

References (18)

1. Rychlik I. A new definition on the rainflow cycle counting method. Int J Fatigue 1987;9(2):119-21.
2. Bishop NWM. A theoretical solution for the estimation of rainflow ranges from psd. Fatigue Frac Eng Mat Struct 1994;13-14.
3. Olagnon M. Practical computation of statistical properties of rainflow counts. Int J Fatigue 1994;16.
4. Dirlik T. Application of computer in fatigue analysis, PhD Thesis, University of Warwick; 1985.
5. Zhao WW, Baker MJ. On the probability density function of rainflow stress range for stationary Gaussian process. Int J Fatigue 1992;14(2): 121-35.
6. Kim JJ, Kim HY. Simple method for evaluation of fatigue damage of structures in wide band random vibration. J Mech Eng Sci, Part C 1994;208(2):65-8.
7. Sakai S, Okamura H. On the distribution of rainflow range for Gaussian random processes with bimodal psd. JSME Int J, Series A 1995;38(4):440-5.
8. Fu T, Cebon D. Predicting fatigue lives for bimodal stress spectral densities. Int J Fatigue 2000;22:11-21.
9. Bendat J., Probability functions for random responses, NASA report, 1964.
10. Wirsching PH, Light MC. Fatigue under wide band random loading. J Struct Div, ASCE 1980;106(7):1593-607.
11. Lutes LD, Larsen CE. Improved spectral method for variable amplitude fatigue prediction. J Struct Div, ASCE 1990;116:1149-64.
12. Vanmarcke EH. Properties of spectral moments with applications to random vibration. J Eng Mech Div, ASCE 1972;98(2).
13. Chaudhury GK, Dover WD. Fatigue analysis of offshore platforms subject to sea wave loading. Int J Fatigue 1985;7:135-42.
14. Tunna JM. Fatigue life prediction for Gaussian random loads. Fatigue Eng Mater Struct 1986;9(3):169-84.
15. Kihl DP, Sarkani S, Beach JE. Stochastic fatigue damage accumulation under broadband loadings. Int J Fatigue 1995;17(5):321-9.
16. Lutes DJ, Corrazao M, Hu SJ, Zimmerman J. Stochastic fatigue damage accumulation. J Struct Eng, ASCE 1984;110:2585-601.
17. Benasciutti D, Tovo R. Un approccio in frequenza per la previsione del danneggiamento a fatica in processi stocastici non Gaussiani. XXXII Convegno Nazionale AIAS, Salerno, 2003.
18. Petrucci G, Zuccarello B. On the estimation of the fatigue cycle distribution from spectral density data, Institution of Mechanical Engineers. J Mech Eng Sci 2001;213(8):819-31.