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引用次数: 0
摘要
佛罗伦萨是欧洲文艺复兴艺术和建筑的摇篮之一,线性透视法在这里首次出现。布鲁内莱斯基(Brunelleschi,1377-1446 年)、米凯洛佐(Michelozzo,1396-1472 年)和阿尔贝蒂(Alberti,1404-1472 年)等人的作品中都可以看到,这些发展使得感知在佛罗伦萨的建筑和城市设计理念中发挥了举足轻重的作用。阿尔贝蒂的《De re aedificatoria》将城市比喻为房屋,反之亦然,否定了建筑设计和城市设计之间的硬性区分,而阿尔贝蒂的作品,尤其是《De pictura》,强调了眼睛的首要地位。这就需要在佛罗伦萨的背景下探索建筑立面和城市空间配置之间的数学关系。通过这种方法,本文探讨了皮蒂宫、斯特罗兹宫和卢切莱宫的案例,并通过使用宫殿及其周边城市环境的三维数字孪生体(DT)来测试其他立面假说,从而推进了目前关于卢切莱宫预想成品外观的争论。最终,研究结果揭示了文艺复兴时期建筑立面设计的多维特征,以及它们作为居民文化、知识、经济和政治勇气象征的城市角色。
Envisioning the Architectural-Urban Nexus in Renaissance Florence in the Case of Palazzo Rucellai
Florence counts as one of the cradles of European Renaissance art and architecture where linear perspective first emerged. These developments led to the pivotal role perception played in Florence’s architectural and urban design conceptions, as seen in the works of Brunelleschi (1377–1446), Michelozzo (1396–1472), and Alberti (1404–1472), among others. Alberti's De re aedificatoria presented an analogy of the city as a house and vice versa, negating hard distinctions between architectural and urban design, while Alberti’s oeuvre, particularly De pictura, underscores the primacy of the eye. This suggests the exploration of mathematical relationships between architectural façades and urban space configurations within the Florentine context. Through this approach, the paper explores the cases of Palazzo Pitti, Strozzi, and Rucellai, and advances ongoing debates regarding Palazzo Rucellai’s envisioned finished appearance by using a 3D Digital Twin (DT) of the palace and its immediate urban context to test alternative façade hypotheses. Ultimately, the results unveil the multidimensional character of Renaissance architectural façade design and their urban role as signifiers of the cultural, intellectual, economic, and political valour of their inhabitants.
期刊介绍:
Founded in 1999, the Nexus Network Journal (NNJ) is a peer-reviewed journal for researchers, professionals and students engaged in the study of the application of mathematical principles to architectural design. Its goal is to present the broadest possible consideration of all aspects of the relationships between architecture and mathematics, including landscape architecture and urban design.