Dataverse for the management of research data within the division of timber constructions of the MPA
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Gzip Archive - 30.3 KB - MD5: b491d58be161e70c9bf6feacbeec78d0
Contains the scripts (python) for the different Abaqus models used to study the developed edge connection for CLT. Detailed information on how to run the different models is given in the Readme.md file inside the archive.
Gzip Archive - 13.9 KB - MD5: e75acf13b165a5aafaffb8e4302a9378
Implementation of the analytical model used to compute deflections and stresses in the CLT-LVL compound conforming the developed connection.
Tabular Data - 476 B - 2 Variables, 47 Observations - UNF:6:u8K92zchElY7I+b5asnBJA==
Grade assignment of each board according to DIN 4074-5 (2008)
MS Excel Spreadsheet - 5.4 KB - MD5: 40d323561b45eb49fef11e4b3b3d476d
Grade assignment of each board according to DIN 4074-5 (2008)
Gzip Archive - 34.5 KB - MD5: 72dca8eeac6b55bfceb0dd4cea248f00
Scripts used for the simulation of tensile strength and modulus of elasticity profiles along boards.
Tabular Data - 57.3 KB - 6 Variables, 705 Observations - UNF:6:KGa8Q4lFKMC6R0sBGty1OQ==
Tensile strength values for each cell of every board along with indicator variable to signalize censorship. The global MOE (MOEG) is listed as regression variable. Data for all boards. MOE3: average of the three maximum MOE values of the board (not used for this specific analysi...
Tabular Data - 47.5 KB - 6 Variables, 585 Observations - UNF:6:1AstdkK4tio9OVQ5O8mT6g==
Tensile strength values for each cell of every board along with indicator variable to signalize censorship. Subset LS10+LS10 boards. The global MOE (MOEG) is listed as regression variable. Data for all boards. MOE3: average of the three maximum MOE values of the board (not used...
Unknown - 635.1 MB - MD5: 4efaf26899295d2f34eaa629ca0dfda2
Results from the FE model for the additional case, where a uniformly distributed load is applied on top of the free surface of the column element. The format corresponds to the ASCII-format from Abaqus. The results correspond to a total load of 1kN.
Unknown - 635.1 MB - MD5: d82a758f76cf67edd1bddce8ca93431d
Results from the FE model for the initial case. The format corresponds to the ASCII-format from Abaqus. The results correspond to a total load of 1kN.
Python Source Code - 16.9 KB - MD5: 77b4382cdb0df2c64d31db449b967bc9
Python file defining the analytical model for the connections.
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