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Course Unit Title | Course Unit Code | Type of Course Unit | Level of Course Unit | Year of Study | Semester | ECTS Credits |
---|---|---|---|---|---|---|
Intergrated Geodesy | JJM601 | Elective | Doctorate degree | 1 | Fall | 8 |
Associate Prof. Dr. Orhan KURT
1) Analyze coordinate systems and all datum types
2) Apply the free network adjustment
3) Reduce the geodetic observations from measurement domain to computation domain
4) Adjust a network including all type geodetic observations
5) Test the results of a network adjustment
6) Transform the results from the network adjustment to the National Datum
Program Competencies | |||||
1 | 2 | 3 | 4 | ||
Learning Outcomes | |||||
1 | High | Middle | Middle | Low | |
2 | High | Middle | Low | High | |
3 | High | Middle | Low | Middle | |
4 | High | Middle | Middle | Low | |
5 | High | Middle | No relation | Middle | |
6 | High | Middle | Middle | Middle |
Face to Face
None
Geodetic Parameters Estimation and Linear Hypothesis Testing Geodetic Networks Analysis Coordinate Systems and Transformations
Candidates are provided with profound knowledge on Geoid and revolution ellipsoid, horizontal and vertical datums, topocentric, geocentric ve projection coordinate systems, reduction of terrestrial observations to surface of the projection, reduction of terrestrial observations onto surface of the ellipsoid, reduction of the gravity measurements, modeling and evaluating the geodetic networks in 2D and 3D, modeling and evaluating leveling and gravity networks, modeling and evaluating all measurements, (direction, vertical angel, slope distant, leveling height difference, gravity, relative coordinates from GNSS,…) together, computing of 3D Cartesian coordinates and their variance-covariance matrix, transforming the coordinates and variance-covariance matrix to the National datum, computing precision and quality measures, testing the integrated mathematical model and the results from the model for outliers.
1- Ludvik HRADILEK (1984), Three-Dimensional Terrestrial Triangulation, Application in Surveying Engineering, Konrad Wittwer Verlag, Stuttgart, 1984. ISBN 3-87919-136-0.
2- Gilbert STRANG, Kai BORRE (1997), Linear Algebra, Geodesy and GPS, Wellesley-Cambridge Press, ISBN-0-9614088-6-3.
3- Hofmann-Wellenhof B., Lichtenegger H. and Collins J. (1997), GPS Theory and Practice, Fourth Revised Edition, Springer, New York.
4- Leick, A. (1995), GPS Satellite Surveying, Second Edition, A Willey, Interscience Publication.
5- Karl-Rudolf KOCH (1999), “Parameter Estimation and Hypothesis Testing in Linear Models”, Springer-Verlag Berlin Heidelberg Newyork, ISBN-540-65257-4.
6- Leick, A. (1995), GPS Uydu Jeodezisi, Second Edition, A Willey, Interscience Publication.
7- Paul A. Cross (1983), “Advanced Least Squares Applied to Positioning-Fixing”, Nort East London Polytechnic, ISBN-0-907382-06-1.
8- Ergün ÖZTÜRK, Muzaffer ŞERBETÇİ (1989), “Dengeleme Hesabı Cilt 2”, KTÜ-MMF, Genel Yay No:144, Trabzon.
9- Ergün ÖZTÜRK, Muzaffer ŞERBETÇİ (1992), “Dengeleme Hesabı Cilt 3”, KTÜ-MMF, Genel Yayın No: , Trabzon
1) Lecture
2) Discussion
3) Demonstration
4) Group Study
5) Problem Solving
Contribution of Quiz to Course Grade |
70% |
---|---|
Contribution of Final Examination to Course Grade |
30% |
Total |
100% |
Turkish
Not Required