Found 14 relevant results in 1.53s where lecturer="Hans-Gert Kahle"
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The three pillars of geodesy, i.e. the geometry, rotation and gravity field of the Earth contribute to Earth system monitoring and will be considered here. 1) Earth rotation: theory, estimation and interpretation; 2) Gravity field: satellite missions, theory, estimation and interpretation; 3) Geodynamics (geometry): plate tectonics, earthquake cycle, isostasy and uplift rates.
Field course with practical geodetic projects (3 weeks)
Independent scientific work in one of the geomatics disciplines; discipline can be chosen
Introduction to general scientific working methods and skills in the core fields of geomatics. It includes a literature study, a review of one of the articles, a presentation and a report about the literature study.
Techniques and methods of vector gravimetry and satellite geodesy; gravity anomalies, deflections of the vertical and geoidal undulations; velocity-density relationships; plate motions; plate-boundary deformation; earthquake cycle and volcanic deformation; seismotectonics, satellite geodetic techniques, SRA, ALA, SLR, VLBI, GPS, and Interferometric Synthetic Aperture Radar (InSAR).
Higher Geodesy
Höhere Geodäsie
Modern methods of Higher Geodesy. Basics of Shape of the Earth: Geoid determination and deflection of the vertical. Introduction into the most important topics: Satellite Geodesy and Navigation; Physical Geodesy and gravity field of the Earth; Astronomical Geodesy and Positioning; Mathematical Geodesy and basics of Geodynamics. Reference systems and applications in National and Global Geomatics.
Higher Geodesy II
Höhere Geodäsie II
Fundamentals of curved surfaces and differential geometry. Applications in National and Global Surveying. Gravity field referenced coordinate systems. Observation equations, space- and earth-bound reference systems. Fundamentals of potential theory for geoid determination. Terrestrial and satellite-geodetic applications.
Newton's Laws and accelerated reference systems; gravitation and potential theory, gravity and normal gravity; linear model of the gravity field; gravity reductions, solution of the geodetic boundary value problem; geoid computation.
GPS, VLBI, SLR and Satellite Radar Altimetry. Dynamic Satellite Geodesy. Equations of motion and Keplerian elements. Determination of directions, ranges and range differences. Observation equations: Pseudo Range, Phases, Interferometry. GPS Navigational concepts and signal structure. GPS analysis principles. Applications in Global and National Surveying as well as in Navigation and Geodynamics.
Satellitengeodäsie: Einsatz von GPS in der Geodäsie und Navigation. Bestimmung von Deformationsfeldern. Fahrzeugnavigation. Anwendungen in der Verkehrstelematik.Physikalische Geodäsie:Gravimetrische Sensortechnik, Schweregrundnetz und Landesvermessung, Gravimetrische Interpretationstechniken, Bestimmung der Gravitationskonstanten