id |
ecaade2018_106 |
authors |
Klemmt, Christoph |
year |
2018 |
title |
Subdivisional Growth Logics |
doi |
https://doi.org/10.52842/conf.ecaade.2018.2.079
|
source |
Kepczynska-Walczak, A, Bialkowski, S (eds.), Computing for a better tomorrow - Proceedings of the 36th eCAADe Conference - Volume 2, Lodz University of Technology, Lodz, Poland, 19-21 September 2018, pp. 79-84 |
summary |
This research explores the combination of two different types of algorithms that have so far been treated separately in architectural computational design: recursive subdivision, and differential or cellular growth. The two algorithms appear to act in opposite directions, the first is a refinement going inwards while the latter is growing outwards. However, both algorithms are based on the refinement of mesh geometries by inserting new vertices and faces and can be used in combination. The resulting subdivisional growth can be used to enhance specific geometric traits of either recursive subdivision or cellular growth at different scales or in different sections of the design object. The resulting geometries have been explored through case studies that utilize those possibilities. |
keywords |
architecture; computational design; differential; growth; recursive; subdivision |
series |
eCAADe |
email |
christoph@orproject.com |
full text |
file.pdf (7,515,942 bytes) |
references |
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last changed |
2022/06/07 07:52 |
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