A platform for research: civil engineering, architecture and urbanism
Contingent Geometries
Generative computational methods such as parametric systems currently employed in architectural and urban design tend towards homeostatic solution spaces; that is, fields of solutions that privilege regularized distributions of difference across any parametric range, which in turn result in design homogeneity. In order to develop a rich design space using parametric or rule based systems, it is argued that it is necessary to develop an understanding of a multitude of open computational systems, or an ecology of systems, particularly in regard to performance-oriented computational design. This paper presents a design research studio test case exploring this issue in relation to tall building morphologies.
Contingent Geometries
Generative computational methods such as parametric systems currently employed in architectural and urban design tend towards homeostatic solution spaces; that is, fields of solutions that privilege regularized distributions of difference across any parametric range, which in turn result in design homogeneity. In order to develop a rich design space using parametric or rule based systems, it is argued that it is necessary to develop an understanding of a multitude of open computational systems, or an ecology of systems, particularly in regard to performance-oriented computational design. This paper presents a design research studio test case exploring this issue in relation to tall building morphologies.
Contingent Geometries
Burke, Anthony (author) / Hewett, Ben (author)
Architectural Theory Review ; 15 ; 201-209
2010-08-01
9 pages
Article (Journal)
Electronic Resource
English
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