非线性逻辑下建筑几何学的超越——以塞西尔·巴尔蒙德的非线性几何构形为例  

Advances in Architectural Geometry based on Non-linear Logic:Non-linear Geometrical Form Structuring of Cecil Balmond as an Example

作　　者：王风涛[1] 

机构地区：[1]清华大学建筑学院,北京100084

出　　处：《城市建筑》2011年第9期31-33,共3页Urbanism and Architecture

基　　金：国家自然科学基金项目(51078218)

摘　　要：非线性几何学作为一种设计规则及逻辑关系,不仅利于参数化调控,而且其中生成的构形策略更具结构及建造可能性。本文从点、线、面以及空间的多层次几何维度上结合案例来研究塞西尔·巴尔蒙德的非线性几何构形策略,阐述最前沿的设计思想及建造实践。Being a kind of rule and logic non-linear geometry is not only conducive to parametric control,but also the produced configuration strategy ensure the possibility of structure and construction.This essay carried out the research of non-linear geometrical form structuring strategies by Cecil Balmond with the case on the geometric multi-level dimensions of point,line,surface and space to illustrate the most cutting-edge design and construction practice.

关 键 词：非线性 建筑几何学 构形 

分 类 号：O18[理学—数学]