Title:
|
COMPUTER TOOLS FOR MATHEMATICS LEARNING IN ARCHITECTURE AND DESIGN EDUCATION |
Author(s):
|
Susana Toscano |
ISBN:
|
978-972-8924-84-3 |
Editors:
|
Yingcai Xiao, Tomaz Amon and Piet Kommers |
Year:
|
2009 |
Edition:
|
Single |
Keywords:
|
Execution Information technology Design Communication Mathematics Teaching methodology - Investigation. |
Type:
|
Short Paper |
First Page:
|
324 |
Last Page:
|
328 |
Language:
|
English |
Cover:
|
|
Full Contents:
|
click to dowload
|
Paper Abstract:
|
In the early 20th century the use of Cartesian and Euclidean geometry grew in all manifestations of design; but this
situation starts to change in the 1980s with the implementation of new software that allowed computer assisted design
and the creation of new technologies. The introduction of these computer tools motivated the evolution of geometry and
permitted Contemporary Architecture to expand the use of non-Euclidean geometries and the search for a chaotic order,
including ideas of fragmentation and non-linear orders, all conditions that responded to the new paradigm. These
scientific and technological advances forced us to rethink the way in which knowledge was transmitted in order to
prepare apt professionals for this new environment. Following this idea, the center for Mathematics & Design
(MyD_Lab) of the School of Architecture, Design and Urbanism (FADU) of the University of Buenos Aires(UBA) has
implemented since 2005 a Didactic Model for the Teaching of Mathematics in Design Careers. This model is based in the
use of a number of computer software that provides an array of different experiences in the connection between
Geometry-Design-Construction. It is the objective of this paper to show the ways in which these diverse software
interrelate with each other and help provide the students with a global understanding of the issues at work through their
direct manipulation. The programs used are Cabri- Géomètre II Plus, Cabri 3D, Autocad, Revit
and Rhinoceros. |
|
|
|
|