TOOLS FOR RESTORATION PROJECTS
(objectives)
Design: The goal of the course is to provide students with methods, tools and useful procedures to the knowledge and analysis of historic buildings, their physical characteristics, construction and conservation. Particular attention will be given to learning the methods of integrated survey, using traditional techniques of direct survey coordinated with 3D relief (image based and range based). Mathematics: The course is aimed at studying and analysis of curves and surfaces in plane and in space as mathematical models of architectural elements. To learn, applying to different case studies, the differential properties of parametric curves and surfaces and their composition in a virtual model. By modelling you it is possible to process a thorough analysis of the architectural structure functional to several interventions in the field of restoration.
|
Code
|
21002094 |
Language
|
ITA |
Type of certificate
|
Profit certificate
|
Module:
(objectives)
The goal of the course is to provide students with methods, tools and useful procedures to the knowledge and analysis of historic buildings, their physical characteristics, construction and conservation. Particular attention will be given to learning the methods of integrated survey, using traditional techniques of direct survey coordinated with 3D relief (image based and range based).
|
Code
|
21002094-1 |
Language
|
ITA |
Type of certificate
|
Profit certificate
|
Credits
|
4
|
Scientific Disciplinary Sector Code
|
ICAR/17
|
Contact Hours
|
50
|
Type of Activity
|
Core compulsory activities
|
Teacher
|
SACCONE MAURO
(syllabus)
Through the experiences of significant cases, the course will address, in archeological and architectural sites, the different methods of 3d integrated survey (direct, photogrammetry, laser scanning). Will be introduced methodologies for critical survey and stratigraphic analysis, applied to the case study. In the module of GIS systems for the restoration, such analyzes will be systematized in a geographic information system.
(reference books)
Bertocci S., Bini M., Manuale di rilievo architettonico e urbano, Città studi edizioni, Novara 2012 M. Docci D. Maestri, Manuale del rilevamento architettonico e urbano, n.e. Laterza Editore, Bari 2009
|
Dates of beginning and end of teaching activities
|
From 01/03/2020 to 30/09/2020 |
Delivery mode
|
Traditional
|
Attendance
|
Mandatory
|
Evaluation methods
|
Oral exam
A project evaluation
|
|
|
Module:
(objectives)
The goal of the course is to provide students with methods, tools and useful procedures to the knowledge and analysis of historic buildings, their physical characteristics, construction and conservation. Particular attention will be given to learning the methods of integrated survey, using traditional techniques of direct survey coordinated with 3D relief (image based and range based).
|
Code
|
21002094-2 |
Language
|
ITA |
Type of certificate
|
Profit certificate
|
Credits
|
2
|
Scientific Disciplinary Sector Code
|
ICAR/17
|
Contact Hours
|
25
|
Type of Activity
|
Core compulsory activities
|
Teacher
|
SACCONE MAURO
(syllabus)
This course is an introduction to GIS. The aim is to provide basic knowledge on the use of software to manage Information Systems in the project of restoration of cultural heritage. Below the main topics discussed: • GIS, Information Systems and Restoration; • Cartography, Georeferencing; • Vector and Raster Graphics Elements; • Gis for urban restoration, examples of Constantine, Castrovirreyna, Izalco, Rione Monti; • Information systems for restoration and archeology, archiving and management.
(reference books)
Box, P. (1999). GIS and cultural resource management: A manual for heritage managers. Bangkok, Thailand: UNESCO.
|
Dates of beginning and end of teaching activities
|
From 01/03/2020 to 30/09/2020 |
Delivery mode
|
Traditional
At a distance
|
Attendance
|
Mandatory
|
Evaluation methods
|
Oral exam
|
|
|
Module:
(objectives)
The course is aimed at studying and analysis of curves and surfaces in plane and in space as mathematical models of architectural elements. To learn, applying to different case studies, the differential properties of parametric curves and surfaces and their composition in a virtual model. By modelling you it is possible to process a thorough analysis of the architectural structure functional to several interventions in the field of restoration.
|
Code
|
21002094-3 |
Language
|
ITA |
Type of certificate
|
Profit certificate
|
Credits
|
4
|
Scientific Disciplinary Sector Code
|
MAT/07
|
Contact Hours
|
50
|
Type of Activity
|
Related or supplementary learning activities
|
Teacher
|
FALCOLINI CORRADO
(syllabus)
Plane curves. Equation of a plane. Point-Plane distance. Plane sections. Parametric Curves in R². Arc length and curvature. Examples using Mathematica software: plot, symbolic and numerical commands. Modeling a curve profile of an image. Polar coordinates. Rigid transformations: translations, rotations and reflexions. Rotation and reflexion matrices. Curves defined by their curvature. Space curves. Parametric Curves in R³. Curvature and torsion. Frenet frame: tangent, normal and binormal vectors. Rigid transformations in R³. Rotation and reflexion matrices. Curves on surfaces. Cylindrical and spherical coordinates. Surfaces. Parametric surfaces in R³. Jacobian matrix. The gradient. Two variable function plot. Surface intersections. Domes and vaults. Tubes, conic and cylindric surfaces.
Modeling a surface from an architectural example. Point cloud-Surface distance.
(reference books)
R. Caddeo, A. Gray Lezioni di geometria differenziale. Curve e Superfici. vol. 1 Cooperativa Universitaria Editrice Cagliaritana (2001) (oppure nuova versione in inglese dallo stesso testo Alfred Gray, E. Abbena, S. Salamon Modern Differential Geometry of Curves and Surfaces with Mathematica, Third Edition Chapman & Hall/CRC (2006))
M. Abate, F. Tovena, Curve e Superfici, Springer (2006)
Canciani M., Falcolini C., Saccone, M., Spadafora G.: From point clouds to architectural models: algorithms for shape reconstruction, 2013.
Falcolini C., Talamanca V. Modelli geometrici applicati a nuvole di punti. In: "Mathematica Italia UGM 2015 - Atti del Convegno". ISBN: 978-88-96810-04-0, Napoli, 22 - 24 maggio 2015
|
Dates of beginning and end of teaching activities
|
From 01/03/2020 to 30/09/2020 |
Delivery mode
|
At a distance
|
Attendance
|
Mandatory
|
Evaluation methods
|
Oral exam
|
|
|
|