1992
DOI: 10.1016/0955-2219(92)90115-t
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The effects of notch width on the SENB toughness for oxide ceramics

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Cited by 40 publications
(15 citation statements)
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“…As we review only materials that show brittlein fact, linear elastic-fracture, most of the reported data belong to ceramic materials; Alumina (Bertolotti 1973;Munz et al 1980;Pastor 1993;Tsuji et al 1999), silicon nitride (Ando et al 1993;Gogotsi 2003), silicon carbide (Ando et al 1993), silicon (Myers and Hillberry 1977;Chasiotis and Knauss 2003), zirconia partially stabilized with magnesia (Wang et al 1992;Pastor 1993), zirconia partially stabilized with ytria (Gogotsi 2003), ytria stabilized tetragonal zirconia (Wang et al 1992) and a composite of alumina −7% zirconia (Yosibash et al 2004). Tests performed at −60 • C with PMMA also fail in a brittle mode (Gómez et al 2005) and are included here.…”
Section: Resultsmentioning
confidence: 97%
“…As we review only materials that show brittlein fact, linear elastic-fracture, most of the reported data belong to ceramic materials; Alumina (Bertolotti 1973;Munz et al 1980;Pastor 1993;Tsuji et al 1999), silicon nitride (Ando et al 1993;Gogotsi 2003), silicon carbide (Ando et al 1993), silicon (Myers and Hillberry 1977;Chasiotis and Knauss 2003), zirconia partially stabilized with magnesia (Wang et al 1992;Pastor 1993), zirconia partially stabilized with ytria (Gogotsi 2003), ytria stabilized tetragonal zirconia (Wang et al 1992) and a composite of alumina −7% zirconia (Yosibash et al 2004). Tests performed at −60 • C with PMMA also fail in a brittle mode (Gómez et al 2005) and are included here.…”
Section: Resultsmentioning
confidence: 97%
“…The first method used was a Single Edge Notched Beam (SENB) geometry [9]. In this case, notches were introduced in the specimens using a refrigerated diamond disc of 400 μm thick at 1800 rpm (therefore named SENB-D specimens).…”
Section: Experimental Methodsmentioning
confidence: 99%
“…For some applications, this size‐dependent fracture energy might represent part of the physical reality. For example, there are experiments 31 showing that the fracture toughness depends on the sharpness of a crack. Emmerich 32 considered this phenomenon through a multiscale atomistic and continuum analysis, and Volokh and Trapper 33 developed a softening hyperelastic constitutive model 24 to numerically study such sharpness‐dependent fracture toughness.…”
Section: Finite Element Implementationmentioning
confidence: 99%