geodesy and hcu sität - topografia.upm.es. topografia/sri/erasmus/estudiantes...survey - laser...
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Bachelor of ScienceMaster of Science
HCU HafenCity UniversitHamburgHCU HafenCity UniversitätHamburg
Prof. Dr. Mercedes Farjas Abadía and Dipl.-Ing. Carlos Acevedo PardoUniversidad Politécnica de Madrid, HafenCity University Hamburg
The course provide students with the ability to plan, evaluate and analyse combined laser scanning and UAV measurements. The course is based, to achieve this aim, on the project teaching methodology.
TOPICS1. Introduction: - Theory of laser scanner and UAV - Methods and project planning for combined surveys - Determination of position and orientation (through GNSS and Totalstation measurements)2. Survey - Laser scanner survey: Scanner positions, reference points and measurement - UAV survey: Flight plan and reference points 3. Data processing: - Coordinates of reference points - Processing of GNNS measurements, adjustment and final coordinates - Laser scanner measurements: registration and geo- referencing - UAV Data processing: Images import, camera calibra- tion, matching and georeferencing - Data export4. Fusion of data - Segmentation and data sampling - TIN, Digital Terrain Model and Orthomosaic - Determination of cutting planes and cross-sections - Drawing layout and data transfer
Contact:Catalina Serrano Ferná[email protected]
Contact:Prof. Dr. Mercedes Farjas Abadí[email protected]
Terrestrial Laser Scanning and UAVData Evaluation and Fusion: 5�� - 8�� march 2018
3D LASER SCANNING - UAV
Geodesy and Geoinformatics [email protected]
www.hcu-hamburg.de/master/geo
Geodesy and
Geoinformatics
This work is done within the following projects: HAR2015-65649-C2-2-P (MINECO/FEDER) and S2015/HUM-3377(CAM/FEDER)
Prof. Dr. Thomas Schramm, HafenCity University Hamburg
Introduction to the computational mathematics in the geomatic sciences5�� - 9�� march 2018
COMPUTATIONAL MATHEMATICS
Using computer algebra systems as Maple, gives the possibility to join numerical and symbolical methods to
solve geodetic problems. In our lecture, we give a very brief introduction to the maple system and apply it to
some selected typical problems.
The course has a total duration of 16 hours.
TOPICS
Solving a system of non-linear equationsThis problem occurs naturally if a location is computed as the intersection of circles or spheres (GPS, hidden point). We show that the iterative Newton method is not the only choice. Using the resultant or Groebner basis approach for polynomial systems we can find a closed solution.
Formulating and solving differential equationsThese occur directly or in discretized version in the modern filter theory e.g. in Kalman-filters as inbuilt in GPS sensors or tracking systems.
Examples and applications
Contact:Catalina Serrano Ferná[email protected]
Contact:Prof. Dr. Mercedes Farjas Abadí[email protected]
HCU HafenCity UniversitHamburgHCU HafenCity UniversitätHamburg
[email protected]/master/geo
Bachelor of ScienceMaster of Science
Geodesy and
Geoinformatics
Geodesy and Geoinformatics Hamburg