Czech

Not applicable.

Institute of Geodesy (GED)

Student will be introduced with figure of the Earth and mathematic surfaces (sphere, rotational ellipsoid)and solution basic geodetic problems (direct problem and inverse problem). Elementary information will be given about deflection of vertical, gravimetric methods, astronomical methods, geoid, satellite technologies and space geodesy.

Measurements and computing geodetic observations on the plane, adjustment geodetic networks in plane.

Not applicable.

Not applicable.

Requirements for successful completion of the subject are specified by guarantor’s regulation updated for every academic year.

1. Figure of the Earth and mathematic surfaces. History of geodesy.
2. Systems of coordinates on rotational ellipsoid
3. Radius of curvature, sphere, spherical excess.
4. Normal sections, geodesic.
5. Direct problem and inverse problem on sphere (ellipsoid)
6. Gravity field of Earth, equipotential surfaces, plumb line, geoid
7. Gravimetric methods, gravimeters
8. Deflection of vertical,reduction observations to ellipsoid
9. Networks of trigonometry, heighs and gravimetry.
10. Reference systems and reference frames
11. Satellite and its orbits, time systems.
12. GPS measurements, systematic errors, solutions of GPS baselines
13. Application GPS in geodetic fields,transformation to cartographic projections,DGPS, RTK
14. Height systems and GPS heighting

Not applicable.

Students adopt the global parameters for the figure of the eart and its gravity field. The earth´s curvature and gravity field must be considered in geodetic surveys. Applicatons of GPS satellite methods in geodetic systems and frames are studyied.

Extent and forms are specified by guarantor’s regulation updated for every academic year.

Not applicable.

Not applicable.

Abelovič, J. a kol.: Meranie v geodetických sieťach. Alfa Bratislava, 1990. (SK)
Cimbálník, M., Mervart: Vyšší geodézie 1. ČVUT Praha, 1997. (CS)
Czarnecki, K.: Geodezja wspólczesna. Wiedza i Zycie Warszawa, 1997.
Vykutil, J.: Vyšší geodézie. Kartografie Praha, 1982. (CS)
WEIGEL, J. MACHOTKA, R.: Vyšší geodézie a základy kosmické geodézie. VUT, 2009. (CS)

Vaniček, P., Krakivsky, E.: Geodesy: The Concepts. NorthHolland, Amsterdam, 1980. (EN)