Design of fracture resistant structures
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OpenAlex topics: Structural Response to Dynamic Loads · Structural Behavior of Reinforced Concrete · Probabilistic and Robust Engineering Design
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References (20)
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1. Abdi R, Touratier M, Convert P (1996) Optimal design for minimum weight in cracked pressure vessel of a turboshaft. Commun Numer Meth Eng 12: 271–28010.1002/(SICI)1099-0887(199605)12:5<271::AID-CNM908>3.0.CO;2-O ↗
2. Banichuk NV (1996) Free boundary optimization under fracture mechanics constraints. Analete Stiintifice, Universitatii. OVIDIUS. Constanta 5(1): 13–20
3. Banichuk NV (1997) Optimal design of quasi-brittle elastic bodies with cracks. Mech Struct Mach 26(1): 149–188
4. Banichuk NV (1998) Optimal design of quasi-brittle elastic bodies with cracks. Mech Struct Mach 26(4): 365–37610.1080/08905459808945500 ↗
5. Banichuk NV, Neittaanmäki P (2007) On structural optimization with incomplete information. Mech Based Des Struct Mach 35(1): 76–9510.1080/15397730601184626 ↗
6. Banichuk NV, Ragnedda F, Serra M (1999) Probabilistic approaches for optimal beam design based on fracture mechanics. Meccanica 34(1): 29–3810.1023/A:1004399922580 ↗
7. Banichuk NV, Ragnedda F, Serra M (2003) Probabilistic-guaranteed optimal design of membrane shells against quasi-brittle fracture. Mecha Based Des Struct Mach 31(4): 459–47410.1081/SME-120023166 ↗
8. Banichuk NV, Barthold FJ, Serra M (2005) Optimization of axisymmetric shells against brittle fracture. Meccanica 40: 135–14510.1007/s11012-004-6367-x ↗
9. Banichuk NV, Ivanova SYu, Makeev EV, Sinitsin AV (2005) Optimal shape design of axisymmetric shells for crack initiation and propagation under cyclic loading. Mech Based Des Struct Mach 33(2): 253–26910.1081/SME-2000118709 ↗
10. Borovkov A, Palmov V, Banichuk N, Stein E, Saurin V, Barthold F, Misnik Yu (2000) Macrofailure criterion and optimization of composite structures with edge delamination. Int J Comput Civil Struct Eng 1(1): 91–104
11. Hellan K (1984) Introduction to fracture mechanics. Mc-Graw-Hill, New York
12. Kanninen MF, Popelar CH (1985) Advanced fracture mechanics. Oxford University Press, New York
13. Lyubimov AK, Makarenko FV (1996) Probability approach to the optimization problem of a reinforced plate with a crack. In Applied problems of strength and plasticity. KMK Scientific Press, Moscow, pp 120–131
14. Papila M, Haftka RT (2003) Implementation of a crack propagation constraint within a structural optimization software. Struct Optim 25: 327–33810.1007/s00158-003-0329-0 ↗
15. Serra M (2000) Optimum beam based on fatigue crack propagation. Struct Multidisc Optim 19(2): 159–16310.1007/s001580050097 ↗
16. Thomsen NB, Karihaloo BL (1995) Optimum microstructure of transformation-toughened ceramics for enhanced wear performance. J Am Ceram Soc 78(1): 3–810.1111/j.1151-2916.1995.tb08353.x ↗
17. Thomsen NB, Wang J, Karihaloo BL (1994) Optimization—a tool in advanced material technology. Struct Optim 8: 9–1510.1007/BF01742926 ↗
18. Vitali R, Haftka RT, Sankar BV (2002) Multi-fidelity design of stiffned composite panel with a crack. Struct Multidisc Optim 23(5): 347–35610.1007/s00158-002-0195-1 ↗
19. Wang J, Karihaloo BL (1995) Fracture mechanics and optimization—a useful tool for fibre-reinforced composite design. Compos Struct 32: 453–46610.1016/0263-8223(95)00020-8 ↗
20. Yu X, Choi KK, Chang KX (1997) A mixed design approach for probabilistic structural durability. Struct Optim 14: 81–9010.1007/BF01812509 ↗