Open Access

Fnk Model of Cracking Rate Calculus for a Variable Asymmetry Coefficient


Cite

1. Constantinescu, D.M., Structural integrity, University ˝Politehnica˝ Bucharest, (1998).Search in Google Scholar

2. Dumitru, I., The basis of fatigue calculus, Eurostampa Publishing, Timisoara, (2009)Search in Google Scholar

3. Pană, T., Pastramă, St., D., Mechanicals structures integrity, Fair Partners Publishing House, Bucharest, (2000)Search in Google Scholar

4. Roşca, V., Contributions to the mono-axial fatigue study at low temperatures, Phd. Thesis, University Politehnica of Bucharest, (1997)Search in Google Scholar

5. Roşca, V., The modelling of mechanical structures fracture, Universitaria Publishing, Craiova, (2008).Search in Google Scholar

6. Rusu, O., Teodorescu, M., Laşcu-Simion, N., Materials fatigue, vol. 1 - Calculus basis, vol. 2 - Engineering applications, Technical Publishing House, Bucharest (1992).Search in Google Scholar

7. ASTM E647-95, Standard Test Method for Measurement of Fatigue Crack Growth Rates, American National Standard.Search in Google Scholar

8. Newman, J.C.Jr., Phillips, E.P., Everet, R.A., Fatigue analyses under constant and variable amplitude loading using small-crack theory, NASA/TM-1999-209329, ARL-TR, (2001)Search in Google Scholar

9. E.K. Walker, The effect of stress ratio during crack propagation and fatigue for 2024-T3 and 7076-T6 aluminium. In: Effect of Environment and complex load history on fatigue life, ASTM STP 462, Philadelphia, American Society for Testing and Materials, pp. 1-14, (1970).Search in Google Scholar