In the seventeenth century, Guarino Guarini, mathematician and architect, affirmed that architecture, a discipline that primarily deals with measures, relies on geometry: therefore, the architect needs to know at least its basic principles. On behalf of Guarini’s words, we designed a set of interdisciplinary teaching experiences, between mathematics (via a calculus course) and drawing (via our Architectural Drawing and Survey Laboratory courses) that we proposed to first-year under graduate students studying for an Architecture degree. The tasks concern mathematical and representational issues about vaulted roofing systems and are based on the use of physical models in conjunction with digital tools, in order to make the cognitive geometric process more effective, thus following a consolidated tradition of both disciplines.

Geometry to Build Models, Models to Visualize Geometry / C. Cumino, M. Pavignano, M.L.S. Spreafico, U. Zich. - In: DIGITAL EXPERIENCES IN MATHEMATICS EDUCATION. - ISSN 2199-3246. - 7:1(2021), pp. 149-166. [10.1007/s40751-020-00080-6]

Geometry to Build Models, Models to Visualize Geometry

M.L.S. Spreafico
Penultimo
;
2021

Abstract

In the seventeenth century, Guarino Guarini, mathematician and architect, affirmed that architecture, a discipline that primarily deals with measures, relies on geometry: therefore, the architect needs to know at least its basic principles. On behalf of Guarini’s words, we designed a set of interdisciplinary teaching experiences, between mathematics (via a calculus course) and drawing (via our Architectural Drawing and Survey Laboratory courses) that we proposed to first-year under graduate students studying for an Architecture degree. The tasks concern mathematical and representational issues about vaulted roofing systems and are based on the use of physical models in conjunction with digital tools, in order to make the cognitive geometric process more effective, thus following a consolidated tradition of both disciplines.
Calculus; Architectural Drawing; Developable Surfaces; Representation Issues; Physical Models; Undergraduate Architecture;
Settore MAT/04 - Matematiche Complementari
Settore ICAR/17 - Disegno
2021
21-set-2020
https://link.springer.com/article/10.1007/s40751-020-00080-6
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2434/945280
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