埃斯科里亚尔、德兰和瓜里尼:关于带肋球形和椭圆形拱顶的形式控制

IF 0.7 4区 工程技术 0 ARCHITECTURE
José Calvo-López
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引用次数: 0

摘要

瓜里诺-瓜里尼(Guarino Guarini)的棱形拱顶与伊斯兰来源有关。然而,这种联系几乎完全依赖于平面图和从教堂地面的视觉观察。相比之下,虽然瓜里尼的《Dissegni di architettura civile ed ecclesiastica》中明确显示了垂直布局,但除了马尔科-博埃蒂(Marco Boetti)的著作(《瓜里尼》,翁贝托-阿勒曼迪,都灵,2006 年)之外,肋骨的内径表面并没有被考虑在内。在这篇论文中,我将讨论瓜里尼为巴黎 Sainte-Anne-la-Royale、墨西拿 Padri Somaschi、都灵 San Lorenzo 和尼斯 San Gaetano 设计的肋拱顶的一些可能来源。我不仅要考虑肋骨的平面布局,还要考虑它们在空间中的形状以及内部表面的性质,并分析可能的资料来源,如弗朗索瓦-德兰(François Derand)的立体图论文以及与埃斯科里亚尔(El Escorial)有关的几份西班牙石刻手稿。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

El Escorial, Derand and Guarini: About Formal Control of Ribbed Spherical and Elliptical Vaults

El Escorial, Derand and Guarini: About Formal Control of Ribbed Spherical and Elliptical Vaults

Guarino Guarini’s ribbed vaults have been connected with Islamic sources. However, this connection relies almost exclusively on plans and visual observations from the church floor. By contrast, the vertical layout, although clearly shown in Guarini’s Dissegni di architettura civile ed ecclesiastica, and the intrados surface of the ribs have not been taken into account, except by Marco Boetti (Guarino Guarini, Umberto Allemandi, Torino, 2006). In this contribution, I will deal with some possible sources of Guarini’s designs for the ribbed vaults of Sainte-Anne-la-Royale in Paris, Padri Somaschi in Messina, San Lorenzo in Turin and San Gaetano in Nice. I will take into account not only the plan layout of the ribs, but also their shape in space, and the nature of the intrados surface, analysing such possible sources as the stereotomic treatise of François Derand and several Spanish stonecutting manuscripts connected with El Escorial.

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来源期刊
Nexus Network Journal
Nexus Network Journal HISTORY & PHILOSOPHY OF SCIENCE-
CiteScore
1.10
自引率
20.00%
发文量
53
审稿时长
>12 weeks
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.
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