Mode I fracture toughness determination with straight notched disk bending method
By L. Tutluoglu, Ç. Keleş. 2011
166 citations recorded by the source corpus.
Subfields: Materials Chemistry, Mechanics of Materials
View Paper: https://www.semanticscholar.org/paper/5a84b32c2f2bdb95e45b9ff0c715dbb71663704f
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In Materials Chemistry
In Mechanics of Materials
Citations in the corpus
- ISRM-Suggested Method for Determining the Mode I Static Fracture Toughness Using Semi-Circular Bend Specimen (2013, background): “Table 3 Numerical values of Y 0 , present results compared with those of Tutluoglu and Keles (2011) b ¼ a=R s/2R Present results Tutluoglu and Keles (2011) 0.3 0.5 2.495 2.538 0.5 0.5 3.679 3.550 0.67 0.5 5.835 6.209 Using a fixed arbitrary load P, the stress intensity factor KI was determined for…”
- Rock Fracture Toughness Study Under Mixed Mode I/III Loading (2017, methodology): “Recently, the symmetric ENDB specimen was employed successfully by Tutluoglu and Keles (2011) for determining mode I fracture toughness of some rock materials.”
- A Further Improved Maximum Tangential Stress Criterion for Assessing Mode I Fracture of Rocks Considering Non-singular Stress Terms of the Williams Expansion (2018, methodology): “Straight-notched disc bend method (Aliha and Bahmani 2017; Tutluoglu and Keles 2011) SNDB method Three-point bending Flattened Brazilian disc method (Keles and Tutluoglu 2011) FBD method Brazilian-type compression Modified ring method (Tutluoglu and Keles 2012) MR method Brazilian-type compression E”
- Effects of temperature and confining pressure on mixed-mode (I–II) and mode II fracture toughness of Kimachi sandstone (2014, methodology): “Tutluoglu and Keles [29] found that the fracture toughness values of andesite measured using CCNBD, SCB, and SNDB specimens were 1.”