Courses – Fakultet tehničkih nauka u Novom Sadu

Subject: Descriptive Geometry in Geomatics (17.GI104)

Native organizations units: Department of Architecture and Urban Planning

Type of studies	Title
Undergraduate Academic Studies	Geodesy and Geoinformatics (Year: 1, Semester: Winter)

General information:

Category	Theoretical-methodological
Scientific or art field	Geometric Space Theory and Interpretation in Architecture and Urbanism
ECTS	4

Developing spatial visualisation abilities, spatial imagination abilities, and ability of solving problems in various mutual spatial relations of three-dimensional (3D) geometric forms on two-dimensional (2D) presentation of parallel projection as a basis for 3D analysis of every 2D presentation.

Ability to identify and interpret spatial relations of the learnt spatial shapes from appropriate 2D presentations, as well as to know their geometric structures; ability for optimal graphic presentation of learnt 3D configurations via characteristic perspectives and spatial presentations on 2D media.

General on projections. Perspective colinearity and affinity. Monge`s method. Orthogonal projection on two and more planes. Basic relations of geometric elements and bodies. Positional and metric tasks. Geometric body in general position, tangent planes. Axonometry. Skew and orthogonal axonometry, Eckhardt`s method. Projecting basic geometric elements and bodies. Projecting complex solids. Orthogonal axonometry of a globe (equator, parallels, zero and set meridians). Cross sections. Plane cross sections of polyhedral solids and surfaces of the second order and rotational surfaces in Monge`s projections and axonometric images. Penetration of the line through a plane. Cross sections of bodies and planes. Practice: Constructive – computer programme elaboration.

Lectures. Graphic – auditory practice. Tutorials.

Authors	Title	Year	Publisher	Language
Loving, R. O., Hill, I. L., Pare, R. C.	Descriptive Geometry	1996	Prentice Hall PTR, New York	English
Gordon, V.O.	A course in descriptive geometry	1980	MIR Publishers, Moscow	English

Course activity	Pre-examination	Obligations	Number of points
Practical part of the exam - tasks	No	Yes	60.00
Coloquium exam	No	No	20.00
Exercise attendance	Yes	Yes	5.00
Graphic paper	Yes	Yes	20.00
Lecture attendance	Yes	Yes	5.00
Oral part of the exam	No	Yes	10.00