Dataverse for the management of research data within the division of timber constructions of the MPA
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Adobe PDF - 75.6 KB - MD5: 02f5d4b13766bd8ba666a3e7a71e04ad
Results
Fitting of the orthotropic size effect model to the numerical data corresponding to a strength class of at the mean level. The bending strengths are plotted over the member lengths and depths. The size effect is described in Eq. (9) of the related paper Töpler et al., 2026), and was fitted with maximum likelihood estimation to the numerical data...
HTML - 4.9 MB - MD5: 81939114cfaa9834ddcf578e85232af6
Results
Fitting of the orthotropic size effect model to the numerical data corresponding to a strength class of at the 5%-quantile level. The bending strengths are plotted over the member lengths and depths. The size effect is described in Eq. (9) of the related paper Töpler et al., 2026), and was fitted with maximum likelihood estimation to the numeric...
HTML - 5.0 MB - MD5: 404498f1d3fe0e4e12a4e4b076f44189
Results
Fitting of the orthotropic size effect model to the numerical data corresponding to a strength class of at the 5%-quantile level. The bending strengths are plotted over the member lengths and depths. The size effect is described in Eq. (9) of the related paper Töpler et al., 2026), and was fitted with maximum likelihood estimation to the numeric...
Adobe PDF - 68.6 KB - MD5: f56307afbe2e96c77e43268178d35f08
Results
Fitting of the orthotropic size effect model to the numerical data corresponding to a strength class of at the 5%-quantile level. The bending strengths are plotted over the member lengths and depths. The size effect is described in Eq. (9) of the related paper Töpler et al., 2026), and was fitted with maximum likelihood estimation to the numeric...
Adobe PDF - 71.0 KB - MD5: 210b51f17d088d1da94b0b6647e7f347
Results
Fitting of the orthotropic size effect model to the numerical data corresponding to a strength class of at the 5%-quantile level. The bending strengths are plotted over the member lengths and depths. The size effect is described in Eq. (9) of the related paper Töpler et al., 2026), and was fitted with maximum likelihood estimation to the numeric...
HTML - 4.9 MB - MD5: 17bebe883a2cea8b0cd8912d84944de9
Results
Fitting of the orthotropic size effect model to the numerical data corresponding to a strength class of at the mean level. The bending strengths are plotted over the member lengths and depths. The size effect is described in Eq. (9) of the related paper Töpler et al., 2026), and was fitted with maximum likelihood estimation to the numerical data...
HTML - 5.0 MB - MD5: 542e2cdb5ddd61795d9831084d59330d
Results
Fitting of the orthotropic size effect model to the numerical data corresponding to a strength class of at the mean level. The bending strengths are plotted over the member lengths and depths. The size effect is described in Eq. (9) of the related paper Töpler et al., 2026), and was fitted with maximum likelihood estimation to the numerical data...
Adobe PDF - 72.7 KB - MD5: 987ce3e306654e5c568544a8e878e19d
Results
Fitting of the orthotropic size effect model to the numerical data corresponding to a strength class of at the mean level. The bending strengths are plotted over the member lengths and depths. The size effect is described in Eq. (9) of the related paper Töpler et al., 2026), and was fitted with maximum likelihood estimation to the numerical data...
Adobe PDF - 75.7 KB - MD5: 3048b803d95f90af3572e267c83b4006
Results
Fitting of the orthotropic size effect model to the numerical data corresponding to a strength class of at the mean level. The bending strengths are plotted over the member lengths and depths. The size effect is described in Eq. (9) of the related paper Töpler et al., 2026), and was fitted with maximum likelihood estimation to the numerical data...
Adobe PDF - 246.3 KB - MD5: 11583d9f92ad2777b4170d7133b040b7
Results
Comparison of fitted orthotropic size effect model with experimental data at the 5%-quantile level. The bending strenghts are plotted over the relative effective volume $V'/V_{m,\text{ref}}$ referring to four-point-bending with dimensions $\ell_1 = \ell_2$ = 3600 mm and h = 600 mm. $m_L$ is chosen as reference size effect and the depth transformed...
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