Learning Outcomes
After the successful completion of this course, the students will have the essential skills to deal with the following topics which are an integral part of the Geomatics Engineering profession:
1) Theoretical and practical treatment of basic least-squares adjustment problems in various types of surveying networks.
2) Quality analysis in surveying networks, including statistical testing and accuracy evaluation of the adjustment results.
3) Design and optimization of surveying networks based on quality standards.
Course Content (Syllabus)
1) Review of Least-Squares Adjustment Theory
2) Introduction to Networks
3) Observable types and Data pre-processing
4) Observation equations in surveying/geodetic networks and their linearized forms
5) Normal equations and the rank-defect problem
6) Algorithmic techniques for network adjustment problems
7) Accuracy evaluation and reliability analysis
8) Coordinate transformations in surveying/geodetic networks
9) Network design and optimization
Course Bibliography (Eudoxus)
1) Τοπογραφικά Δίκτυα και Υπολογισμοί, Δ. Ρωσσικόπουλος, Εκδ. Ζήτη.
2) Τοπογραφικοί Υπολογισμοί και Συνορθώσεις Δικτύων (ανάλυση προγραμμάτων και παραδείγματα), Α. Δερμάνης, Δ. Ρωσσικόπουλος, Α. Φωτίου, Εκδ. Ζήτη.
Additional bibliography for study
1) Strang G., Borre K. (1997) Linear algebra, Geodesy and GPS. Wellesley-Cambridge Press, Wellesley, MA.
2) Ghilani C.D. (2010) Adjustment computations & spatial data analysis. John Wiley & Sons, Inc., Hoboken, New Jersey.
3) Kuang S. (1996) Geodetic network analysis and optimal design: concepts and applications. Ann Arbor Press, Ιnc. Chelsea, Michigan.
4) Leick A. (2004) GPS satellite surveying. John Wiley & Sons, Inc., Hoboken, New Jersey.
5) Grafarend E.W., Sanso F. (eds. 1985) Optimization and design of geodetic networks. Springer-Verlag, Berlin Heidelberg.