Geoid: the actual equipotential surface at sea level.

Slides:



Advertisements
Similar presentations
A Comparison of topographic effect by Newton’s integral and high degree spherical harmonic expansion – Preliminary Results YM Wang, S. Holmes, J Saleh,
Advertisements

The general equation for gravity anomaly is: where:  is the gravitational constant  is the density contrast r is the distance to the observation point.
Dynamic topography, phase boundary topography and latent-heat release Bernhard Steinberger Center for Geodynamics, NGU, Trondheim, Norway.
Guided Notes about Ocean Movements Chapter 15, Section 3.
New software for the World Magnetic Model (WMM) Adam Woods (1, 2), Manoj Nair (1,2), Stefan Maus (1,2), Susan McLean (1) 1. NOAA’s National Geophysical.
Positioning America for the Future NATIONAL OCEANIC AND ATMOSPHERIC ADMINISTRATION National Ocean Service National Geodetic Survey On the Solutions of.
Satellite geophysics. Basic concepts. I1.1a = geocentric latitude φ = geodetic latitude r = radial distance, h = ellipsoidal height a = semi-major axis,
Geographic Datums Y X Z The National Imagery and Mapping Agency (NIMA) and the Defense Mapping School Reviewed by:____________ Date:_________ Objective:
GIS Brownbag Series Part 3: Georeferencing and Projections Or… Why does my data not line up?
Des Éléments Importants des Systèmes de Référence et de la Géodésie au CERN Mark Jones EN\MEF-SU.
Dynamic Planet 2005 Cairns, Australia August 2005
Geodesy, Map Projections and Coordinate Systems
Use of G99SSS to evaluate the static gravity geopotential derived from the GRACE, CHAMP, and GOCE missions Daniel R. Roman and Dru A. Smith Session: GP52A-02Decade.
Coordinate Systems in Geodesy By K.V.Ramana Murty, O. S.
Figure and Gravity Figure of a planet (Earth) Geoid Gravity field
shops/gis/docs/projections.ppt.
Geodesy and Map Projections Geodesy - the shape of the earth and definition of earth datums Map Projection - the transformation of a curved earth to a.
Outline  Construction of gravity and magnetic models  Principle of superposition (mentioned on week 1 )  Anomalies  Reference models  Geoid  Figure.
GOCE OBSERVATIONS FOR DETECTING UNKNOWN TECTONIC FEATURES BRAITENBERG C. (1), MARIANI P. (1), REGUZZONI M. (2), USSAMI N. (3) (1)Department of Geosciences,
Last Time: Ground Penetrating Radar Radar reflections image variations in Dielectric constant  r ( = relative permittivity )  3-40 for most Earth materials;
Bernhard Steinberger Mantle evolution and dynamic topography of the African Plate Deutsches GeoForschungsZentrum, Potsdam and Physics of Geological Processes,
An application of FEM to the geodetic boundary value problem Z. Fašková, R. Čunderlík Faculty of Civil Engineering Slovak University of Technology in Bratislava,
Last week’s problems a) Mass excess = 1/2πG × Area under curve 1/2πG = × in kgs 2 m -3 Area under curve = -1.8 ×10-6 x 100 m 2 s -2 So Mass.
G. Marquart Gravity Effect of Plumes Geodynamik Workshop, Hamburg, Modeling Gravity Anomalies Caused by Mantle Plumes Gabriele Marquart Mantle.
More observables: gravity and the geoid Isostasy “Perfect” adjustment not realistic… –Rigid crust, dynamic features in mantle mean that density anomalies.
GG 450 Lecture 3 1/22/08 Gravity Corrections Potential Geoid.
Coordinate Systems and Projections. Geodesy, Map Projections and Coordinate Systems Geodesy - the shape of the earth and definition of earth datums Map.
GEOSCIENCES UASCIENCE T HE U NIVERSITY OF Arizona ® C. G. Chase Department of Geosciences University of Arizona, David Coblentz & Aviva Sussman LANL Geoid.
ATMOSPHERIC CIRCULATION NOTES- AIR/SEA INTERFACE, CORIOLIS, & WIND.
Data Requirements for a 1-cm Accurate Geoid
Satellite geophysics. Basic concepts. I1.1a = geocentric latitude φ = geodetic latitude r = radial distance, h = ellipsoidal height a = semi-major axis,
Shape of the Earth, Geoid, Global Positioning System, Map Coordinate Systems, and Datums Or how you can impress your friend on a hike D. Ravat University.
Created by: Scott Kelly Original image source: ESA.
GEOG 268: Cartography Ohio Northern University Winter Hill 200.
GIS in Water Resources Review for Midterm Exam. Latitude and Longitude in North America 90 W 120 W 60 W 30 N 0 N 60 N Austin: (30°N, 98°W) Logan: (42°N,
Gravity Summary For a point source or for a homogeneous sphere the solution is easy to compute and are given by the Newton’s law. Gravity Force for the.
Gravimetry Geodesy Rotation
Lecture 21 – The Geoid 2 April 2009 GISC-3325.
AUSGeoid Richard Bean Robyn Stevens 26 May Geoid 3D surface of equal gravity (Equipotential) Not smooth like an ellipsoid Transformation needed.
Full Resolution Geoid from GOCE Gradients for Ocean Modeling Matija Herceg & Per Knudsen Department of Geodesy DTU Space living planet symposium 28 June.
Section 9: Extracting a Shoreline from Lidar Data.
Where in the world are we? … A system for describing location on the earth What is the shape of the earth … and how earth’s shape affects the process of.
Catherine LeCocq SLAC USPAS, Cornell University Large Scale Metrology of Accelerators June 27 - July 1, 2005 Height Systems 1 Summary of Last Presentation.
Lecture 7 – Gravity and Related Issues GISC February 2008.
ST236 Site Calibrations with Trimble GNSS
Gravity Summary In first approximation we can chose for the shape of the Earth an ellipsoid of rotation defined essentially by the degree n=2 m=0 of the.
Or : Why doesn’t my GPS elevation agree with other measurements of elevation?
A comparison of different geoid computation procedures in the US Rocky Mountains YM Wang 1, H Denker 2, J Saleh 3, XP Li 3, DR Roman 1, D Smith 1 1 National.
The influence of lateral permeability of the 660-km discontinuity on geodynamic models of mantle flow. Annemarie G. Muntendam-Bos 1, Ondrej Cadek 2, Wim.
Lecture 4 January 24, 2008 Geoid, Global gravity, isostacy, potential, field methods.
Mayer-Gürr et al.ESA Living Planet, Bergen Torsten Mayer-Gürr, Annette Eicker, Judith Schall Institute of Geodesy and Geoinformation University.
Projections, Datum, and Coordinate Systems Module 1 Created by: Scott Kelly 2010.
ESA Living Planet Symposium 28 June - 2 July 2010, Bergen, Norway A. Albertella, R. Rummel, R. Savcenko, W. Bosch, T. Janjic, J.Schroeter, T. Gruber, J.
1 NGA Mission - Data – Collaboration 2009 Workshop on Monitoring North American Geoid Change 21 Oct 2009 NGA Mission - Data – Collaboration 2009 Workshop.
Surface and bottom topography of the oceans. How do we measure seafloor topography? Why is ocean bathymetry important? Questions:
A Comparison of Continuation Models for Optimal Transformation of Gravimetric Data By: Joanelle Baptiste Elizabeth City State University, NC Supervisor:
Last Time: Introduction to Gravity Governed by LaPlace’s equation: with solution of the form: If we have a spherical body with mass M and constant (or.
How Do we Estimate Gravity Field? Terrestrial data –Measurements of surface gravity –Fit spherical harmonic coefficients Satellite data –Integrate equations.
The Global Positioning System Rebecca C. Smyth April 17 - May 2, 2001.
Geodesy, Map Projections and Coordinate Systems Geodesy - the shape of the earth and definition of earth datums Map Projection - the transformation of.
Gravity II: Gravity anomaly due to a simple-shape buried body
Difference between GPS ellipsoid and sea level heights (N)
Maps Base maps Coordinate Systems, Datums, Projections
Does the lower mantle correlate with the upper mantle?
REDUCTION TO THE ELLIPSOID
Geodesy, Map Projections and Coordinate Systems
Geoid Enhancement in the Gulf Coast Region
Outline Construction of gravity and magnetic models Reference models
Presentation transcript:

Geoid: the actual equipotential surface at sea level

Image Name : ww15mgh Boundaries : Lat -90N to 90N ; Lon 0E to 360E Color Scale, Upper (Red) : 85.4 meters and higher Color Scale, Lower (Magenta) : meters and lower Data Max value : 85.4 meters Data Min value : meters Illuminated from the : East This is an image generated from 15'x15' geoid undulations covering the planet Earth. These undulations represent the NIMA/GSFC WGS-84 EGM96 15' Geoid Height File. This file is a global grid of undulations generated from: (a) the EGM96 spherical harmonic coefficients and (b) correction terms that convert pseudo-height anomalies on the ellipsoid to geoid undulations.

Density contrasts cause geoid upward deflection But motion of blob in mantle causes deflection in density contrasts at surface and internal boundaries (depending on viscosity) Internal mass effects upon geoid From: Hager, 1984