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ORIGINAL PAPER
Identification Damage Model for Thermomechanical Degradation of Ductile Heterogeneous Materials
A. El Amri 1
,
 
M.H. El Yakhloufi 1
,
 
A. Khamlichi 2
 
 
 
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1
Abdelmalek Essaadi University Faculty of Sciences, Department of Physics Tetouan 93030, Tetouan, MOROCCO
 
2
Abdelmalek Essaadi University National School of Applied Sciences, Departments TITM Tetouan 93030, Tetouan, MOROCCO
 
 
Online publication date: 2017-06-09
 
 
Publication date: 2017-05-24
 
 
International Journal of Applied Mechanics and Engineering 2017;22(2):475-481
DOI: https://doi.org/10.1515/ijame-2017-0031
 
 
Article (PDF)
References (23)
 
KEYWORDS
damage
manufacturing
thermal and mechanical fatigue
 
ABSTRACT
The failure of ductile materials subject to high thermal and mechanical loading rates is notably affected by material inertia. The mechanisms of fatigue-crack propagation are examined with particular emphasis on the similarities and differences between cyclic crack growth in ductile materials, such as metals, and corresponding behavior in brittle materials, such as intermetallic and ceramics. Numerical simulations of crack propagation in a cylindrical specimen demonstrate that the proposed method provides an effective means to simulate ductile fracture in large scale cylindrical structures with engineering accuracy. The influence of damage on the intensity of the destruction of materials is studied as well.
 
REFERENCES (23)
1.
Cockroft M.G. and Latham D.J. (1968): Ductility and the workability of metals. - Journal of the Institute of Metals, vol.96, pp.33-39.
Google Scholar
 
 
2.
Oyane M., Sato T., Okimoto K. and Shima S. (1980): Criteria for ductile fracture and their applications. - Journal of Mechanical Working Technology, vol.4, No.1, pp.65-81. doi: 10.1016/0378-3804(80)90006-6.
CrossRef
 
Google Scholar
 
 
3.
Gurson A.L. (1977): Continuum theory of ductile rupture by void nucleation and growth: Part I - yield criteria and flow rules for porous ductile media. - Journal of Engineering Materials and Technology, vol.99, No.1, pp.2-15. doi: 10.1115/1.3443401.
CrossRef
 
Google Scholar
 
 
4.
Lemaitre J. (1984): How to use damage mechanics. - Nuclear Engineering and Design, vol.80, No.1, pp.233-245. doi: 10.1016/0029-5493(84)90169-9.
CrossRef
 
Google Scholar
 
 
5.
Lemaitre J. (1985): A continuous damage mechanics model for ductile fracture. - Journal of Engineering Materials and Technology, vol.77, pp.335-344.
Google Scholar
 
 
6.
Chaboche J.L. (1988): Continuum damage mechanics: Part I- general concepts. - Journal of Applied Mechanics, vol.55, No.1, pp.55-64. doi: 10.1115/1.3173661.
CrossRef
 
Google Scholar
 
 
7.
Chaboche J.L. (1988): Continuum damage mechanics: Part II- damage growth, crack initiation and crack growth. - Journal of Applied Mechanics, vol.55, No.1, pp.65-72. doi: 10.1115/1.3173662.
CrossRef
 
Google Scholar
 
 
8.
Lemaitre J. (1996): A Course on Damage Mechanics. - 2nd Edition, Springer, Berlin. doi: 10.1007/978-3-642-18255-6.
CrossRef
 
Google Scholar
 
 
9.
Chow C.L. and Wang J. (1987): An anisotropic theory of continuum damage mechanics for ductile fracture. - Engineering Fracture Mechanics, vol.27, No.5, pp.547-558. doi: 10.1016/0013-7944(87)90108-1.
CrossRef
 
Google Scholar
 
 
10.
Tai W. and Yang B. (1987): A new damage mechanics criterion for ductile fracture. - Engineering Fracture Mechanics, vol.27, No.4, pp.371-378. doi: 10.1016/0013-7944(87)90174-3.
CrossRef
 
Google Scholar
 
 
11.
Wang T.-J. (1992): Unified CDM model and local criterion for ductile fracture: I - unified CDM model for ductile fracture. - Engineering Fracture Mechanics, vol.42, pp.177-183.
Google Scholar
 
 
12.
Wang T.-J. (1992): Unified CDM model and local criterion for ductile fracture: II - ductile fracture local criterion based on the CDM model. - Engineering Fracture Mechanics, vol.42, pp.185-193.
Google Scholar
 
 
13.
Chandrakanth S. and Pandey P. (1995): An isotropic damage model for ductile material. - Engineering Fracture Mechanics, vol.50, No.4, pp.457-465. doi: 10.1016/0013-7944(94)00214-3.
CrossRef
 
Google Scholar
 
 
14.
Bonora N. (1997): A nonlinear CDM model for ductile failure. - Engineering Fracture Mechanics, vol.58, No.1, pp.11-28. doi: 10.1016/S0013-7944(97)00074-X.
CrossRef
 
Google Scholar
 
 
15.
Kachanov L.M. (1986): Introduction to continuum damage mechanics, mechanics of elastic stability. - Kluwer, US.
Google Scholar
 
 
16.
Peeters B. and DeRoeck G. (2001): One-year monitoring of the Z24-Bridge: environmental effects versus damage events. - Earthquake Engineering and Structural Dynamics, vol.30, pp.149-171.
Google Scholar
 
 
17.
Farrar C.R., Doebling S.W., Cornwell P.J. and Straser E.G. (1997): Variability of modal parameters measured on the Alamosa canyon bridge. - Proceedings of 15th International Modal Analysis Conference, Orlando, USA, pp.257-263.
Google Scholar
 
 
18.
Ralbovsky M., Deix S. and Flesch R. (2010): Frequency changes in frequency-based damage identification. - Structure and Infrastructure Engineering, vol.6, pp.611-619.
Google Scholar
 
 
19.
DeRoeck G., Peeters B. and Maeck J. (2000): Dynamic monitoring of civil engineering structures. - Computational Methods for Shell and Spatial Structures, IASS-IACM, Athen, Greece.
Google Scholar
 
 
20.
Hu W.H., Moutinho C., Caetano E., Magalhães F. and Cunha Á. (2012): Continuous dynamic monitoring of a lively footbridge for serviceability assessment and damage detection. - Mechanical Systems and Signal Processing, vol.33, pp.38-55.
Google Scholar
 
 
21.
McClintock F.A. (1968): A criterion for ductile fracture by the growth of holes. - Journal of Applied Mechanics, vol.35, No.2, pp.363-371. doi: 10.1115/1.3601204.
CrossRef
 
Google Scholar
 
 
22.
Simulia Abaqus 6.10, “User Subroutines Reference Manual,” 2010.
Google Scholar
 
 
23.
Lee S.W. and Pourboghrat F. (2005): Finite element simulation of the Punchless piercing process with Lemaitre damage model. - International Journal of Mechanical Sciences, vol.47, No.11, pp.1756-1768. doi: 10.1016/j.ijmecsci.2005.06.009.
CrossRef
 
Google Scholar
 
 
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