Flexible high-rise apartments with sparse wall-frame structure: A data-driven computational approach

  • Hao Hua , 1 ,
  • Ludger Hovestadt , 2 ,
  • Qian Wang , 3
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  • 1. School of Architecture, Southeast University, Nanjing 210096, China
  • 2. Chair of Digital Architectonics, ETH Zürich, Zürich 8093, Switzerland
  • 3. Shanghai Huihuajia Software Technology Co., Ltd., Shanghai 200082, China
whitegreen@seu.edu.cn (H. Hua)

Received date: 02 Dec 2023

Revised date: 31 Jan 2024

Accepted date: 05 Feb 2024

Copyright

2024 2024 The Author(s). Publishing services by Elsevier B.V. on behalf of KeAi Communications Co. Ltd.

Abstract

Flexible housing resolves the fundamental conflicts between the long-standing structure and the evolving demands. We propose a computational method of optimizing the structural layout of high-rise residential buildings. Chinese high-rise apartment buildings have widely employed shear wall-frame structure in which one big room or multiple small rooms could occupy the same span. Fitting multiple floor plans into a fixed sparse scheme of shear walls and columns is feasible. We developed a computational framework to seek flexible structural schemes. A building scheme consists of a circulation core, shear walls, columns, and boundaries. The computer program automatically adapts floor plans to any drawn or generated scheme. Based on a large dataset of apartment layouts, the number of apartments that fit into a building scheme statistically reflects the flexibility of the scheme. If many hypothetical plans can fit into a wallframe structure in computer simulation, this structure could probably support several generations of unknown plans. Such a data-driven computational method provides the possibility of creating a one-to-many mapping between permanent structure and evolving apartment plans.

Cite this article

Hao Hua , Ludger Hovestadt , Qian Wang . Flexible high-rise apartments with sparse wall-frame structure: A data-driven computational approach[J]. Frontiers of Architectural Research, 2024 , 13(3) : 639 -649 . DOI: 10.1016/j.foar.2024.02.001

Outlines

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