1995
DOI: 10.1007/bf00196930
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New splitting method for wood fracture characterization

Abstract: Summary A testing procedure with a new and simple specimen shape is presented which is appropriate to characterize fracturing of inhomogeneous and complex materials like wood. With this, the fracture energy of spruce wood is determined in the TL and RL direction. The "size effect", i.e. influences of specimen dimensions on K~c and Gf (specific fracture energy) are investigated. Stress and deformation distribution in the newly developed specimens are analysed with FE methods. The measured load-displacement curv… Show more

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Cited by 101 publications
(59 citation statements)
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“…It can be observed that the critical stress intensity factor, KIc, measured for categories A-1 to A-4, were almost equal, whereas the results of A-5 deviated greatly from the mean value of the others. Together, considering the experimental results and Tschegg's (1995) suggestion, a crack depth ratio of 0.30 was assigned to the second group (Group-B) of samples, while all other dimensions were the same as Group-A (Fig. 3).…”
Section: Test Proceduresmentioning
confidence: 89%
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“…It can be observed that the critical stress intensity factor, KIc, measured for categories A-1 to A-4, were almost equal, whereas the results of A-5 deviated greatly from the mean value of the others. Together, considering the experimental results and Tschegg's (1995) suggestion, a crack depth ratio of 0.30 was assigned to the second group (Group-B) of samples, while all other dimensions were the same as Group-A (Fig. 3).…”
Section: Test Proceduresmentioning
confidence: 89%
“…The first group, labeled A, was comprised of 15 specimens with different prefabricated crack lengths that were divided into 5 categories according to the crack depth ratio. Specimens were designed according to the instructions of Tschegg et al (1995) and ASTM E 399. The ligament lengths of the test specimens were determined in such a way that the initial crack depth ratio, / aW   varied from 0.20 to 0.40 increments of 0.05 while the prefabricated crack length, a, remained constant.…”
Section: Test Proceduresmentioning
confidence: 99%
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“…The crack simulation by finite element modeling (FEM) in the present study is based on description of a cohesive crack model for wood. It is a mode I fracture model, which is verified by fracture tests of wood (Stanzl-Tschegg et al 1994, 1995Vasic and Smith 2002;Coureau et al 2006). The tangential fracture parameters used here are based on experimental studies presented in the literature (Valentin et al 1991;Reiterer and Sinn 2002;Gustafsson 2003;Smith and Vasic 2003;Vasic and StranzlTschegg 2007;Dourado 2008;Dourado et al 2008).…”
Section: Introductionmentioning
confidence: 95%
“…Stanzl-Tschegg et al (1995) developed a wedge-splitting test procedure along with a finite element analysis of the crack tip to separate ''microcracking'' from ''crack bridging'' contributions to fracture energy. An important finding was that the bridging component in the RL direction was significantly higher than that in the TL direction due to the presence of ray cells normal to the crack plane.…”
Section: Developments In Nonlinear Fracture Modelsmentioning
confidence: 99%