RP12-1: Computational co-design for fibre composite building systems including visual analytics and simulation interfaces.
RP12-2: Computational co-design framework for fibre composite building systems.
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Windows Executable - 64.0 KB - MD5: 18245701ac82c494ae0c1230304055ba
Unknown - 244.0 KB - MD5: 57bd3f01255cad70cd10615cbb1d1d43
Markdown Text - 914 B - MD5: 4febe5d48b52c949847284e4013f94f6
Sep 6, 2023 - EXC IntCDC RP 3: Multi-Storey Wood Building System
Orozco, Luis; Svatoš-Ražnjević, Hana; Menges, Achim, 2022, "Stakeholders in Multi-storey Timber Data", https://doi.org/10.18419/DARUS-2740, DaRUS, V2
This dataset contains a collection of data on almost 540 stakeholders in multi-storey timber construction. The list includes architects, engineers, and manufacturers involved in the design and construction of 300 contemporary multi-storey timber projects built between 2000 and 2021. The data consists of quantitative data including stakeholder name,...
MS Excel Spreadsheet - 77.0 KB - MD5: 54785cafad6e1e85763f798e243380fe
This file contains the full list of stakeholders and their general information (location, website, services).
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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