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971 to 980 of 1,246 Results
Python Source Code - 9.9 KB - MD5: cfe2ec68a8388bcb5a7ca6deeecc4df4
Python file defining general utility functions.
Python Source Code - 6.1 KB - MD5: ad25101822fff7dda31d269e56cd310d
Python file used to obtain the maximum capacity based on the Weibull model.
Jul 12, 2023 - EXC IntCDC RP 3: Multi-Storey Wood Building System
Orozco, Luis; Krtschil, Anna; Wagner, Hans Jakob; Knippers, Jan; Menges, Achim, 2023, "Floor Plate Segmentation Data", https://doi.org/10.18419/DARUS-3539, DaRUS, V1
This repository contains the geometric results of six developed computational floor plate segmentation methods as applied to sixteen example floor plans. It includes the floor plate boundaries, column locations, and plate edges for each resulting segmentation, as well as the geometry results of their respective nesting studies. This data set offers...
ZIP Archive - 8.8 MB - MD5: e88c5278410dcbf11f3bd05e69d8d053
This repository contains the geometry files of six developed segmentation methods applied to 16 floor plans and the geometry results of the respective nesting studies.
ZIP Archive - 93.0 MB - MD5: 22ee2d6262c3116bb8e5148375f3c73a
This repository contains the input files for the structural simulation in Sofistik 2020 of six developed segmentation methods applied to 16 Case Studies.
Jun 16, 2023 - Institute for Structural Mechanics
Tkachuk, Anton; Krake, Tim; Gade, Jan; von Scheven, Malte, 2023, "Matlab Implementation of Efficient Computation of Redundancy Matrices", https://doi.org/10.18419/DARUS-3347, DaRUS, V1
This is a Demo for the manuscript 'Efficient Computation of Redundancy Matrices for Moderately Redundant Truss and Frames Structures' that demonstrates the speedup of the proposed algorithms. The computation is done in single-precision. Please open and run the main file. Further information is contained in this file.
Plain Text - 901 B - MD5: f744027d3a7d0929f9d4653cb3f833d2
efficient algorithm for diagonal entries
Plain Text - 778 B - MD5: 32a42e3cbafab402b2af4837a404ddf1
reference method for diagonal entries
Plain Text - 907 B - MD5: 2954d4415510f4f71d8a47df49e55cd4
efficient algorithm for full matrix
Plain Text - 659 B - MD5: 22f20a3cfc19519a2553461acc0b213e
reference method for full matrix
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