5th Symposium on Terrestrial Gravimetry: Static and Mobile Measurements (TG-SMM 2019)

Part I: Terrestrial, Shipboard and Airborne Gravimetry.- Measurement of Absolute Gravity and Deflection of the Vertical at Sea.- Multi-scenario Evaluation of the Direct Method in Strapdown Airborne and Shipborne Gravimetry.- Improving Gravity Estimation Accuracy for the GT-2A Airborne Gravimeter Using Spline-Based Gravity Models.- Gravimetric Studies in the Sea of Japan.- About Identification of Instrument Error Parameters for a Gravity Gradiometer.- Numerical Model of Moving-Base Rotating Accelerometer Gravity Gradiometer.- New Algorithm for Gravity Vector Estimation from Airborne Data Using Spherical Scaling Functions.- Results of Astro-measurements of the Deflection of Vertical Using the New Observation Technique.- Observations with gPhone Gravimeter in Moscow.- Part II: Absolute Gravimetry.- On Uncertainties of Laser Interferometric Absolute Ballistic Gravimeters due to Magnetic Effects in the Free-Fall Gravity Measurements.- Evaluation of Systematic Errors in the Compact Absolute Gravimeter TAG-1 for Network Monitoring of Volcanic Activities.- Design of New Launch and Interferometer Systems for the IMGC-02 Absolute Gravimeter.- Twelve Years of High Frequency Absolute Gravity Measurements at the UK's Space Geodesy Facility: Systematic Signals and Comparison with SLR Heights.- Part III: Relative Gravimetry and Applications.- Studying the Evolution of Resolution Capabilities and Approximation Accuracy of Global Models by Spectral Characteristics.- The Role of Non-tidal Atmospheric Loading in the Task of Gravity Field Estimation by Inter-satellite Measurements.- Formation of Self-consistent Navigational Gravity Maps of Local Areas and Joint Assessment of Their Navigation Quality.- Methods of Bistatic GNSS-radio Altimetry for Determining Height Profile of the Ocean and Their Experimental Verification.- Absolute and Relative Gravity Measurements at Volcanoes: Current State and New Developments Under the NEWTON-g Project.- The Effect of Measurement Preprocessing in the Gravity-Aided Navigation.- Sensitivity of Algorithms for Estimating the Gravity Disturbance Vector to Its Model Uncertainty.