Development of residual strength evaluation tool based on stress-strain approximation
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OpenAlex topics: Fatigue and fracture mechanics · Mechanical Failure Analysis and Simulation · Mechanical Behavior of Composites
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References (15)
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1. Agatonovic, P. (1987). Inelastic strain and creep fatigue life prediction for tubular component details using numerical simulation. Creep and Fracture of Engineering Materials and Structures (Edited by B. Wilshire and R.W. Evans), Proceeding of the 3rd International Conference Swansea, U.K., The Institute of Metals, London.
2. Agatonovic, P. and Windisch, M. (1990). Nonlinear fracture analysis of specimens and components with surface cracks. Numerical Methods in Fracture Mechanics (Edited by A.R. Luxmoore) Peneridge Press Limited, Swansea, 597–610.
3. Agatonovic, P. and Windisch, M. (1990). Anwendung kleiner proben mit oberflächeriß zur vorhersage der tragfähigkeit von rißbehafteten bauteilen. Vorträge der Tagung DVM Werkstoffprüfung 250, 597–610.
4. Agatonovic, P. and Windisch, M. (1991). Role of combined numerical and experimental investigation in the justification of the structural integrity and damage tolerance of space structures. Procedure of International Conference of Spacecraft Structures and Mechanical Testing, ESA SP-321, Noordwijk, The Netherlands, 679–685.
5. Agatonovic, P. and Henriksen, T.K. (1996). Development of residual strength prediction tools for the structure integrity of launchers based on elasto-plastic fracture mechanics. Procedure of Conference on Spacecraft Structures, Materials and Mechanical Testing, Noordwijk, The Netherlands (ESA SP-386), pp. 389–398.
6. Agatonovic, P., Kordisch, H. and Sommer, E. (1989). Justification of dimensioning criteria for a rocket motor case using fracture mechanics. Element of Defect Assessment, European Symposium on EPFM, Freiburg.
7. ASTM-E-740. Standard practice for fracture testing with surface-crack tension specimens.
8. ESA Contract 9934/92 (1995). Final Report, MAN Technologie AG.
9. Landes, J.D. (1994). The effect of constraints on fracture safe design. ECF10-Structural Integrity: Experiments, Model and Application, pp. 23–35.
10. Milne, I. et al. (1988). Assessment of the integrity of structures containing defects. International Journal of Pressure Vessels and Piping 32, 3–104.10.1016/0308-0161(88)90071-3 ↗
11. Newman, J.C. and Raju, I.S. (1983). Stress-intensity factor equation for cracks in three-dimensional finite bodies. ASTM STP 791, pp. I-238–I-265.10.1520/STP37074S ↗
12. Oberparleiter, W. and Agatonovic, P. (1986). Creep crack growth and fatigue crack propagation of IN 800 H at 830 C. Fracture Control of Engineering Structures (Edited by H.C. van Elst and A. Bakker), Proceedings 6th Bienal European Conference on Fracture (ECF6) in Amsterdam (Holland).
13. Read D.T. and McHenry, H.I. (1990). Postweld heat treatment criteria for repair welds in 2.25 Cr-1Mo Superheater headers. The Application of Fracture Mechanics to Life Estimation of Power Plant Components (Edited by S. Sedmak), EMAS.
14. Sih, G.C. (1985). Mechanics and physics of energy density theory. Theoretical and Applied Fracture Mechanics 4, 157–173.10.1016/0167-8442(85)90001-1 ↗
15. Zarzour, J.F. et al. (1993). Loss of Crack-Tip Constraints for Shallow Cracks in Bending, JMEPEG 2(6), 867–872.10.1007/BF02645687 ↗