Category | Theoretical-methodological |
Scientific or art field | Geometric Space Theory and Interpretation in Architecture and Urbanism |
ECTS | 5 |
The goal of this course is to acquire adequate knowledge in various fields of geometry of curves and surfaces (synthetic projective, differential, algebraic, descriptive) and to their generation and visualization.
The outcome of course is to have a basis for the generation of curves and surfaces, and their geometric transformations, using appropriate software to create the desired function of spatial forms.
The basic elements of flat and spatial curves.Tangent, principal normal and binormal.Osculate, normal and rectification plane.Torsion and radius of torsion.Touch of curves.Analytical and synthetic defining curves.Generation of curves using transformations(perspective,projective,birational, general).The basic surface elements.Tangent plane and normal to the surface.Envelope and surface plane.Principal curvatures and principal directions of the surface.
Teaching is conducted through lectures, computer practice and consultations. Knowledge evaluation takes place through the exam, where the student is required to do and practically implementati of a given problem.
Authors | Title | Year | Publisher | Language |
---|---|---|---|---|
2007 | English |
Course activity | Pre-examination | Obligations | Number of points |
---|---|---|---|
Computer exercise attendance | Yes | Yes | 30.00 |
Lecture attendance | Yes | Yes | 10.00 |
Graphic paper | Yes | Yes | 30.00 |
Theoretical part of the exam | No | Yes | 30.00 |
Full Professor
Full Professor
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© 2024. Faculty of Technical Sciences.