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Geometry, Arithmetic, Architecture. Calculation Methods for Vault Surfaces in the Modo di Misurare le Fabriche by Guarini

机译:几何,算术,架构。瓜里尼莫莫迪马雷拉尔·勒布里氏菌的拱顶表面计算方法

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The Modo di misurare le fabriche (1674), by Guarino Guarini is a treatise devoted to the explanation of methods to calculate surfaces and volumes. This treatise is one of the least studied among Guarini's theoretical works. Referring to Euclides adauctus (1671), Guarini expresses the desire to make the geometric principles developed therein applicable and accessible, providing methods of measurement of works under construction in the second expansion of the Baroque city. The second part of the book, which is dedicated to the calculation of 3D surfaces, constantly refers to the intradosal surfaces of the vaults that constitute the prevailing cover of the coeval atria, main halls, and rooms. In the treatise, the elements that make up the vaulted systems (coves, groins, and domes) are reduced to the elementary geometries that shape them. The different sections, together with the combination of different shapes, offer examples on which Guarini proposes new exact or approximate calculation methods. Previously, the author carried out a reconstructive modeling on the XIX and XX plates of the Architettura civile, which allowed identifying a real vocabulary of shapes that can be used to generate multiple composed vaulted systems. Three-dimensional digital modeling, realized for the present research on Guarini graphic schemes, allows us: to verify the degree of accuracy of the proposed calculation methods, by comparing the analytical calculation of the surfaces applying Guarini's formulas and the automatic calculation offered by the modeling software; and to compare and enrich (with new shapes) the casuistry present in the Architettura civile.
机译:在Modo的二misurare乐fabriche(1674)中,由利诺里尼是专门的方法来计算的表面和体积的解释的论文。这篇论文是里尼的理论著作中的至少一个研究。参照欧几里德adauctus(1671),瓜里尼表示使几何原理开发适用于其中和访问,提供在巴洛克城市的第二膨胀下建造工程的测量方法的愿望。书中,这是专门为3D的计算的第二部分表面,经常是指构成同时代心房,主室和房间的普遍盖金库的intradosal表面。在论文中,构成拱形的系统(海湾,腹股沟,和圆顶)的元素被减少到基本的几何形状该形状它们。不同的部分,具有不同形状的组合在一起,提供了在其上里尼提出新的精确的或近似的计算方法的例子。先前,作者进行了重建模型上ARCHITETTURA附带民事诉讼的XIX和XX板,其允许鉴定可用于产生多个组成拱形系统形状的真实的词汇。三维数字建模,实现了对里尼图形方案目前的研究,使我们:验证所提出的计算方法准确度,通过比较将里尼的公式表面的分析计算和建模提供的自动计算软件;并比较和丰富(具有新的形状)存在于ARCHITETTURA附带民事诉讼决疑。

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