2001
DOI: 10.1016/s0043-1648(01)00780-3
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Finite element modelling of crack growth and wear particle formation in sliding contact

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Cited by 33 publications
(21 citation statements)
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“…Methods can be basically divided into substitution methods [crack opening displacement method (Aliabadi and Rooke, 1991), extrapolation methods based on stress field (Parteymüller, 1999) or displacement field around the crack tip (Owen and Faweks, 1983), one-point or twopoint displacement method (Lim et al, 1992)] and energy methods [virtual crack closure method (Buchholz et al, 1987), virtual crack extension method (Hellen and Blackburn, 1975), J-integral (Aliabadi and Rooke, 1991), etc.]. Due to their robustness and accuracy the displacement methods are most often used to determine the fracture parameters for the problems of cracks propagation simulation under contact conditions (Chue and Chung, 2000;Ko et al, 2001;Ren et al, 2002;Ringsberg and Bergkvist, 2003). The quarter point displacement (QPD) method was used in this paper, where the stress intensity factors are determined from displacements on opposite crack surfaces by the following relationships (Lim et al, 1992): …”
Section: Computational Determination Of the Stress Intensity Factors mentioning
confidence: 99%
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“…Methods can be basically divided into substitution methods [crack opening displacement method (Aliabadi and Rooke, 1991), extrapolation methods based on stress field (Parteymüller, 1999) or displacement field around the crack tip (Owen and Faweks, 1983), one-point or twopoint displacement method (Lim et al, 1992)] and energy methods [virtual crack closure method (Buchholz et al, 1987), virtual crack extension method (Hellen and Blackburn, 1975), J-integral (Aliabadi and Rooke, 1991), etc.]. Due to their robustness and accuracy the displacement methods are most often used to determine the fracture parameters for the problems of cracks propagation simulation under contact conditions (Chue and Chung, 2000;Ko et al, 2001;Ren et al, 2002;Ringsberg and Bergkvist, 2003). The quarter point displacement (QPD) method was used in this paper, where the stress intensity factors are determined from displacements on opposite crack surfaces by the following relationships (Lim et al, 1992): …”
Section: Computational Determination Of the Stress Intensity Factors mentioning
confidence: 99%
“…The maximum tangential stress (MTS), proposed by Erdogan and Sih (1963), and the minimum strain energy density (SED) criterion, proposed by Sih (1974), are often used for crack propagation analysis in lubricated or dry contact area (Keer and Bryant, 1983;Kaneta et al, 1985;Bower, 1988;Chue et al, 2000;Datsyshyn and Panasyuk, 2001;Ko et al, 2001;Frolish et al, 2002;Ren et al, 2002). Most of the cited research work considers only the influence of K I and K II stress intensity factors on crack propagation, which is a valid assumption for long cracks.…”
Section: Introductionmentioning
confidence: 99%
“…Further, the cracks are partially filled with slag which enhances the pressure distribution within the cracks-crack closing www.steel-research.de mechanisms are obstructed-the different thermal expansion coefficient of slag and steel enhances wear due to higher local pressures. [10] At the inner lip of the upper ring (Figure 11e,f), highly deformed zones resulting from contact sliding during the drop out of solidified slag are visible (the red arrow marks the sliding direction of the solidified slag). Due to the relatively high deformation within this zone, cracks are visible at the upper ring throughout the whole diameter.…”
Section: Wear Mechanisms and Materials Degradationmentioning
confidence: 99%
“…CFRP can be a suitable reinforcement material to repair post-heated RAC in numerous engineering applications. ABAqUS software [25][26][27] was used to conduct analysis of STSRCs subjected to axial compressive after exposure to 500°C and repaired by CFRP. FEA modelling was then used to investigate the stress state of each partial failure location.…”
Section: Introduction Imentioning
confidence: 99%