Jul 16, 2019   5:11 p.m. Drahomír
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Course syllabus B1-DESK - Descriptive geometry (FCE - SS 2018/2019)


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University: Slovak University of Technology in Bratislava
Faculty: Faculty of Civil Engineering
Course unit code: B1-DESK
Course unit title: Descriptive geometry
Mode of completion and Number of ECTS credits: Exam (5 credits)
Course contents:
1.Parallel projection and affinity. (allowance 2/2)
 
a.Basic properties of parallel projection.
b.Basic properties of orthogonal projection.
c.Affine properties of a circle, the ellipse.

2.Orthogonal projection in projection methods (allowance 6/6)
 
a.Monge's method.
b.Method of contours.
c.Application of Method of contours:
- Designing of roofs (PSA and TMS).
- The topographical surfaces and eartwork (GAK, VHVS, IKDS, STOP).

3.Axonometry (allowance 8/8)
 
a.Definition, Pohlke theorem, classification, construction of objects by reduction method.
b.Orthogonal axonometry, properties of axonometry triangle, construction method.
c.Ruled surfaces - cross sections and intersection (PSA, TMS, VHVS, IKDS, STOP).
d.Block-diagramm of topgraphic surfaces (GAK).

4.Central projection and Linear perspective (allowance 6/6)
 
a.Central projection - principles and construction methods.
b.Linear perspective - principles and construction methods.

5.Surfaces for technical application (allowance 4/4)
 
a.Helical surfaces, Ruled non-developable surfaces - classification and geometric properties (PSA, TMS, VHVS, IKDS, STOP).
b.Surfaces of revolution in Monge method and in ortogonal axonometry. Definition and basic notions; quadratic surfaces of revolution; plane sections. Projection of reference surfaces (GAK)


Last modification made by Ing. Peter Korčák on 02/28/2019.

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