Faculty of Technical Sciences

Subject: Map projections (17.GIMK1)

Native organizations units: Sub-department for Automatic Control and Systems Engineering
General information:
 
Category Theoretical-methodological
Scientific or art field Geoinformatika
ECTS 5

Acquiring knowledge about the theory of cartographic mapping and classification of cartographic projections. Knowledge of deformation theory of cartographic projections: deformation length, surfaces and angles. Ability to solve problems in the Lambert cone projection, the Gauss-Krüger projection, the transverse Mercator projection, and the determination of the basic characteristics.

Students get knowledge with the general theory of cartographic mapping and deformation theory, and are trained to select and evaluate the quality of cartographic projections.

General theory of cartographic mapping. Functions of mapping one surface to another. Elements of deformation theory. Main and local scales. General linear scale equation. Deformation length, surface and angles. Ellipse deformation and main directions. Mapping the ellipsoid to the ball and the plane. Conditions of conformal, equivalent and equidistant mapping. Criteria and division of cartographic projections. General equations for conic, cylindric, azimuth, polyconic, pseudoconic, pseudo-cylindric, pseudoazimuth and circular projections. Gauss-Kriger's projection. Transverse Mercator projection and UTM network. Criteria for quality score and choice of projections.

Forms of teaching: lectures; computer exercises; active participation; drafting of project tasks.

Authors Title Year Publisher Language
Iliffe, J; Lott, R; Datums and Map Projections: for Remote Sensing, GIS and Surveying 2008 Whittles Publishing: Caithness, Scotland English
Lev M. Bugayevskiy and John P. Snyder Map Projections A Reference Manual 1998 CRC Press Taylor and Francis Group, USA English
Grafarend E., Krumm F. Map projections, Cartographic Information Systems 2006 Springer English
Course activity Pre-examination Obligations Number of points
Written part of the exam - tasks and theory No Yes 30.00
Term paper Yes Yes 15.00
Exercise attendance Yes Yes 5.00
Computer excersise defence Yes Yes 30.00
Oral part of the exam No Yes 20.00

Assoc. Prof. Radulović Aleksandra

Associate Professor

Lectures

Prof. Jorgovanović Nikola

Full Professor

Lectures
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Assistant - Master Gavrilović Milan

Assistant - Master

Computational classes
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Asistent sa doktoratom Bugarinović Željko

Assistant with PhD

Computational classes

Faculty of Technical Sciences

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© 2024. Faculty of Technical Sciences.