Fracture Mechanics of Ceramics 1992
DOI: 10.1007/978-1-4615-3350-4_27
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Crack-Resistance Curve and Cyclic Fatigue in Ceramic Materials

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Cited by 10 publications
(4 citation statements)
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“…High dispersion of the fatigue results for stress levels of 570, 610 and 650 MPa can be observed in Fig. 4, which is the ubiquitous behaviour of ceramic materials [23,27,28,38,39]. The statistical analysis reflects this behaviour at stresses above the material's fatigue limit.…”
Section: Statistical Analysis Of Fatiguementioning
confidence: 79%
See 1 more Smart Citation
“…High dispersion of the fatigue results for stress levels of 570, 610 and 650 MPa can be observed in Fig. 4, which is the ubiquitous behaviour of ceramic materials [23,27,28,38,39]. The statistical analysis reflects this behaviour at stresses above the material's fatigue limit.…”
Section: Statistical Analysis Of Fatiguementioning
confidence: 79%
“…In the case of surface microcracks generated by the hydrothermal degradation or during polishing of the 3Y-TZP samples, these phases are present on the material's tensile surface in the 4-point bending fatigue test. The maximum bending stresses used in the tests, and the constant and cyclical stress variations characteristic for the fatigue test, lead to subcritical crack growth [26,[37][38][39], especially under larger amplitudes. It seems possible that there is a considerable population of microcrack defects present in the critical area in the 4-point tests (Fig.…”
Section: Fatigue Behaviourmentioning
confidence: 99%
“…One of the authors has investigated fatigue crack growth and the R-curve for polycrystalline magnesia and demonstrated that the crack growth characteristics are controlled by the shielding effects in the wake of the crack tip. The shielding effects are reduced by cyclic loading which promotes fretting damage in the wake region [5,9,10]. Assuming that the shielding effects in the wake are completely reduced by cyclic loading and that the fracture mechanism except the fretting behaviour is the same under monotonic and cyclic loadings, Kth represents the minimum fracture resistance of an ideal crack, which corresponds to the essential definition of K,, .…”
Section: Discussionmentioning
confidence: 99%
“…As relações entre os mecanismos que aumentam a tenacidade à fratura e mecanismos de fadiga cíclica vêm sendo discutidas, desde os anos 90. (GRATHWOHL, 1991;GRATHWOHL, 1992;MAI, 1992 Para ensaio de determinação de módulo de flexão, aplica-se a carga crescente, monotonicamente, até à fratura; já no ensaio de fadiga, é selecionada uma carga que corresponde à tensão desejada. Como explicado na teoria de resistência dos materiais, para o caso em tela a tensão normal máxima ocorrerá na superfície tracionada (inferior), numa região de momento fletor máximo, o que é dado pela Equação 2.21.…”
Section: Resistência à Fadiga De Materiais Cerâmicosunclassified