Subject 'Higher Geodesy II'

Year:   2004/2005    2005/2006    2006/2007    2007/2008    2008/2009    

Simplified adjustment principles of geodetic networks. Adjustment of a strokes system with one and several nodal points. Transformation models. Computation of transformation parameters. Determination of the shape of the Earth. Spatial frames. Spheroid and spatial grid coordinates. Geodesy inverse and direct task on an ellipsoid. A graduation thesis - project is compiled. Horizontal and spot level adjustment. Reduction of geodetic survey results from an ellipsoid to a plane. Use of Gauss-Krüger and Lambert projections. Practical implementation of design, computation and formatting of a bridging network. Adjustment, compiling an analysis of its results. Writing a report.

The objective of the course is to provide the students with knowledge about the use of simplified adjustment methods, transformation of the frame and the basics of spheroid geodesy

The student who has passed the course is able to solve independently the tasks in the field of spheroid geodesy, has an overview of simplified adjustment methods and also can implement and knows different transformation algorithms

Lectures, seminars, practical classes, group work, independent work, project

Randjärv, 1999.Geodeesia III. OÜ Geoprof-R, Tartu
Randjärv, J. 2002. Geodeesia IV. OÜ Geoprof-R, Tartu
Kala, V. 2004. Kõrgema geodeesia alused. Tallinn
Randjärv, J. 2006. Geodeesia I osa 1.raamat. Tartu
Randjärv, J. 2006. Geodeesia I osa 2.raamat . Tartu
Bugayevskiy, Lev M., Snyder J. P., 1995 .Map Projections: A Reference Manual.
Taylor & Francis, London.
Torge, W. 2001.Geodesy. 3rd edition. Walter de Gruyter, Berlin, New York
Vanicek, P, Krakiwsky,E. J. 1986.Geodesy: the Concepts. Second edition. Elsvier
Science
Mets, U. 1975. Kõrgem Geodeesia I ja II. Loengukonspekt, Tallinn
Publications B. V. Amsterdam, New York, Oxford, Tokyo, 1986.
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2008: GI  

2007: GI  

2006: GI  

2005: GI  

2004: GI