Physics and astrophysics of ultra-high-energy cosmic rays by M Lemoine; G Sigl

By M Lemoine; G Sigl

Physics & Astrophysics of extremely excessive power Cosmic Rays. . Springer, 2009 .

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In the first case m e n t i o n e d the effective cyclic stress intensity range ΔΚ eff = Κ eff,max - Κ . = ΔΚ^^ eff,mm (17) is independent of the residual stress intensity K ^ S ^ whereas the effective stress ratio 'teff depends on K ^ S . Therefore only a weak influence of residual stresses on fatigue crack growths is to be expected. However, in the second case the effective cyclic stress intensity factor range is given by 30 Ε . Macherauch t νN f = 1 5 9 BOO Nfo=603 00 ·· i 16 18 20 22 crack length I 24 26 28 [mm] 200 ί -200 -400l -Vi 4 6 8 10 á s t a n c e from notch root 12 14 (mm] Fig.

2nd Int. Conf. M e c h . Beh. , Special V o l . , Boston, p . 8 0 7 . M u n z , D . ) (1985) Ermiidungsverhalten metallischer W e r k s t o f f e , DGMInformationsgesellschaft, Verlag, O b e r u r s e l . P a r i s , P. C , M . P. Gonese and W . E . Anderson (1961) A rational analytical theory of fatigue. The Trend in Engineering, Univ. of Washington, 13, p . 9. Forman, R. , V. E . Kearney and R. M . Engle (1967) Numerical analysis of crack propagation in cyclically loaded structure, J. , 89, p.

Peters and H. K. Tonshoff (1982) Residual Stresses - Measurement and Causes in Machining Processes, Annals of the CIRP, V o l . 3 1 / 2 , p . 4 9 1 . , H. Neff, B. Scholtes and E . Macherauch (1983) Flachenpolfiguren und Gitterdeformationspolfiguren von texturierten Werkstoffzustanden, Harterei-Techn. , 3 8 , p . 1 8 0 . Hauk, V. and G. Vaessen (1983) Roñtgeñographische Spannungsermittlung an texturierten Stahlen, in [9] Band 2, p . 9. , J. M . Sprauel and G. Maeder ( 1 9 8 3 ) Stress Measurements by X-ray Diffraction on Textured Material Characterised by its Orientation Distribution Function, in [ 9 ] Band 2 , p .

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