Spatial geometry : exploration of descriptive drawing

ltarc1121  2024-2025  Tournai

Spatial geometry : exploration of descriptive drawing
3.00 credits
20.0 h + 10.0 h
Q2
> Schedule
Teacher(s)
De Paepe Mathieu;
Language
French
Main themes
This teaching unit is designed to provide the necessary mental flexibility to see in space and understand the representation of three dimensional objects. Moreover, the care required in making working drawings brings necessary rigour for strong graphic expression.
Monge 2 :
  • Fold lines
  • Rotation
  • Pierce point
  • Volume
Perspective
Amount of sunshine
Learning outcomes

At the end of this learning unit, the student is able to :

1 Specific learning outcomes:
While developing vision in three dimensional space and graphic thinking, by the end of the course students will be able to
  • carry out operations to manipulate plane and lines in Monge's theory (Monge 2).
  • use axonometry and perspective.
  • manipulate complex surfaces through an understanding of their geometric properties.
  • describe a work of architecture in terms of light and shade using a theoretical or real source.
Contribution to the learning outcome reference framework:
Express an architectural procedure
  • Be familiar with, understand and use the codes for representing space, in three dimensions
  • Test and use relevant means of communication in relation to the target objectives
  • Express ideas clearly in oral, graphic and written form
 
Bibliography
GEOMETRIE DESCRIPTIVE, METHODE DE MONGE
  • « Dessin scientifique 1 » ; « Projection orthogonale et constructions géométriques » R. Verschraegen, Editions J. Van In-Lier, 1974.
  • « Dessin scientifique 2 » ; « Sections de cône ' Pénétrations ' Tracé géométrique des ombres ' Notions de géométrie descriptive » R. Verschraegen, Editions J. Van In-Lier (Belgium), 1973.
  • « Cours de géométrie descriptive ». « Méthode de Monge » H. De Sloovere, Maison d'édition A. De Boeck ' Bruxelles, 1968.
  • « Savoir faire de l'architecture ». « Dessin d'architecture à partir de la géométrie descriptive » Jean Aubert, Editions de la Villette, Paris, 2003
  • « Cours de géométrie descriptive ». « Institut Saint-Louis, Bruxelles », Editions F. Van Muysewinkel, Schaerbeek, 1933.
Faculty or entity
> LOCI


Programmes / formations proposant cette unité d'enseignement (UE)

Title of the programme
Sigle
Credits
Prerequisites
Learning outcomes
Bachelor in Architecture (Tournai)
ARCT1BA
3