Academic staff:
Study |
Course |
Semester |
Hours |
ECTS |
Undergraduate University Study of Civil Engineering |
Descriptive Geometry
Applied Geometry |
I.
|
II. |
30+30
30+30 |
5,0
5,0 |
Undergraduate University Study of Architecture and Urban Planning |
Principles of Projections I
Principles of Projections II |
I.
|
II. |
30+30
30+30 |
5,0
5,0 |
Undergraduate University Study of Geodesy and Geoinformatics |
Computer Geometry |
|
II. |
30+30 |
5,0 |
Undergraduate Professional Study of Civil Engineering |
Descriptive Geometry |
|
II. |
30+30 |
5,0 |
Learning Outcomes:
Undergraduate university study of Civil Engineering
Descriptive Geometry - a student will be able to:
- identify, classify and constructconics using perspective collineation and affinity;
- solve 2D and 3D problems using Monge's projection;
- construct 3D images of objects given by Monge's projection using axonometric projection;
- construct intersections of surfaces and planes;
- recognize, analyze and comment the intersection curve of a surface and a plane;
- distinguish various conics as intersection curves;
- use and apply projection methods to solve civil engineering problems.
Applied Geometry - a student will be able to:
- analyze and construct intersections of two solids (coni, cylindersand spheres);
- solve 2D and 3D problems using the orthogonal projection;
- analyze topographic maps and by orthogonal projection draw cuts and fills along a level or grade road and dam;
- draw profiles of roads and calculate fill volumes;
- solve roof structures (simple roofs and roofs with external/internal barriers) of the building using the roof planes method;
- solve 2D and 3D problems using central projection (perspective);
- recognize the laws of projections and apply them accordingly to solve different constructive problems.
Undergraduate University Study of Architecture and Urban Planning
Principles of Projections I - a student will be able to:
- identify, classify and construct conics using perspective collineation and affinity;
- solve 2D and 3D problems using Monge's projection;
- construct 3D images of objects given by Monge's projection using axonometric projection;
- construct intersections of surfaces and planes;
- recognize, analyze and comment the intersection curve of a surface and a plane;
- distinguish various conics as intersection curves;
- use and apply projection methods to solve architectural problems.
Principles of Projections II - a student will be able to:
- analyze and construct intersections of two solids (coni, cylindersand spheres);
- identify, distinguish and produce arch constructions;
- construct shades and shadows of various objects using the orthogonal projection;
- analyze topographic maps and by orthogonal projection draw cuts and fills along a level or grade road;
- solve 2D and 3D problems using central projection (perspective);
- use several methods to construct perspective images of objects given by Monge's projection;
- draw shades and shadows of various objects in perspective;
- recognize the laws of projections and apply them accordingly to solve different problems in architecture.
Undergraduate University Study of Geodesy and Geoinformatics
Computer Geometry - a student will be able to:
- identify, classify and construct conics using perspective collineation and affinity;
- solve 2D and 3D problems using Monge's projection;
- solve 2D and 3D problems using the orthogonal projection;
- recognize, analyze and comment the intersection curve of a surface and a plane;
- distinguish various conics as intersection curves;
- analyze topographic maps and by orthogonal projection draw cuts and fills along a level or grade road;
- recognize the laws of projections and apply them accordingly to solve problems in geodesy;
- draw and solve constructive tasks using computer programs of dynamic geometry.
Undergraduate professional study of Civil Engineering
Descriptive Geometry - a student will be able to:
- solve 2D and 3D problems using Monge's projection;
- construct 3D images of objects given by Monge's projection using axonometric projection;
- solve roof structures (simple roofs and roofs with external/internal barriers) of the building using the roof planes method;
- describe the orthogonal projection and solve 2D problems;
- analyze topographic maps and by orthogonal projection draw cuts and fills along a level or grade road;
- recognize the laws of projections and apply them accordingly to solve civil engineering problems;
- draw and solve constructive tasks using computer programs of dynamic geometry.