geodesy$31366$ - ορισμός. Τι είναι το geodesy$31366$
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  1. Παραδοσιακά λεξικά
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  3. geodesy$31366$

Τι (ποιος) είναι geodesy$31366$ - ορισμός

Faculty of Geodesy; University of Zagreb Faculty of Geodesy

History of geodesy         
  • Round Earth umbra during the [[August 2008 lunar eclipse]]
  • id = Goddard Multimedia Animation Number: 10910 }} [https://commons.wikimedia.org/wiki/File:A_Brief_History_of_Geodesy.ogv Alt URL]</ref>
  • Diagram illustrating a method proposed and used by [[Al-Biruni]] (973–1048) to estimate the radius and circumference of the Earth
  • West Europe-Africa Meridian Arc
  • A printed map from the 15th century depicting Ptolemy's description of the ''[[Ecumene]]''.<br> (1482, by [[Nicolaus Germanus]])
  • The beginning of the U. S. coastal survey.
  • Spherical Earth with the four seasons. Illustration in 12th-century book ''Liber Divinorum Operum'' by [[Hildegard of Bingen]]
  • [[John Gower]] prepares to shoot the world, a sphere with compartments representing earth, air, and water (''[[Vox Clamantis]]'', around 1400)
  • "Potsdamer Kartoffel" (''Potato of Potsdam'')]] with a 15000 times magnification of the surface's level of the [[earth]], [[Potsdam]] (2017)
  • [[Louis Puissant]], ''Traité de géodésie'', 1842
  • Gravimeter with variant of Repsold pendulum
  • Struve Geodetic Arc.
SCIENTIFIC DISCIPLINE THAT DEALS WITH THE MEASUREMENT AND REPRESENTATION OF THE EARTH
History of Geodesy
The history of geodesy deals with the historical development of measurements and representations of the Earth. The corresponding scientific discipline, geodesy (/dʒiːˈɒdɪsi/), began in pre-scientific antiquity and blossomed during the Age of Enlightenment.
https://en.wikipedia.org/wiki/History_of_geodesy
Geodetic         
  • Height measurement using satellite altimetry
  • Navigation]] device, [[Apollo program]]
  • A relative gravimeter
  • Axial tilt (or [[Obliquity]]), rotation axis, plane of [[orbit]], [[celestial equator]] and [[ecliptic]]. [[Earth]] is shown as viewed from the [[Sun]]; the orbit direction is counter-clockwise (to the left).
  • Datum Shift Between [[NAD27]] and [[NAD83]], in metres.
  • 2D grid for elliptical coordinates
  • [[GPS]] Block IIA satellite orbits over the [[Earth]]
  • Variations in the gravity field of the [[Moon]], from [[NASA]]
  • Geodetic control mark
  • satellites]]
  • [[Geoid]], an approximation for the shape of the [[Earth]]; shown here with [[vertical exaggeration]] (10000 vertical scaling factor).
  • Global [[gravity anomaly]] animation over oceans from the NASA's GRACE (Gravity Recovery And Climate Experiment)
  • Global plate tectonic movement using GPS
  • Gravity measurement devices, pendulum (left) and absolute gravimeter (right)
  • How [[Very-long-baseline interferometry]] (VLBI) works
  • Initial acquisition of GPS signal in 2D
  • The definition of latitude (φ) and longitude (λ) on an ellipsoid of revolution (or spheroid). The graticule spacing is 10 degrees. The latitude is defined as the angle between the normal to the ellipsoid and the equatorial plane.
  • A [[Munich]] archive with [[lithography]] plates of maps of [[Bavaria]]
  • DORIS]].
  • [[Ellipsoid]] - a mathematical representation of the [[Earth]]. When mapping in geodetic coordinates, a latitude circle forms a truncated cone.
SCIENCE OF THE GEOMETRIC SHAPE, ORIENTATION IN SPACE, AND GRAVITATIONAL FIELD OF EARTH
Geodetics; Erdmessung; Geodetic; Surveyors' tools; Geodetic surveying; Geodetic line; Geodetic Science; Geodosy; Geodetic and Geomatic Engineering; Geodetic Engineering; Geodetic survey; Geodesist engineer; Geodesist Engineer; Geodesey; Geodetics engineering; Geodetic station; Engineering geodesy; Geodetic science; Heights in geodesy; Geodetic engineering; Geodetic surveyor; Geodesists; Geomensuration
·adj ·Alt. of Geodetical.
geodesy         
  • Height measurement using satellite altimetry
  • Navigation]] device, [[Apollo program]]
  • A relative gravimeter
  • Axial tilt (or [[Obliquity]]), rotation axis, plane of [[orbit]], [[celestial equator]] and [[ecliptic]]. [[Earth]] is shown as viewed from the [[Sun]]; the orbit direction is counter-clockwise (to the left).
  • Datum Shift Between [[NAD27]] and [[NAD83]], in metres.
  • 2D grid for elliptical coordinates
  • [[GPS]] Block IIA satellite orbits over the [[Earth]]
  • Variations in the gravity field of the [[Moon]], from [[NASA]]
  • Geodetic control mark
  • satellites]]
  • [[Geoid]], an approximation for the shape of the [[Earth]]; shown here with [[vertical exaggeration]] (10000 vertical scaling factor).
  • Global [[gravity anomaly]] animation over oceans from the NASA's GRACE (Gravity Recovery And Climate Experiment)
  • Global plate tectonic movement using GPS
  • Gravity measurement devices, pendulum (left) and absolute gravimeter (right)
  • How [[Very-long-baseline interferometry]] (VLBI) works
  • Initial acquisition of GPS signal in 2D
  • The definition of latitude (φ) and longitude (λ) on an ellipsoid of revolution (or spheroid). The graticule spacing is 10 degrees. The latitude is defined as the angle between the normal to the ellipsoid and the equatorial plane.
  • A [[Munich]] archive with [[lithography]] plates of maps of [[Bavaria]]
  • DORIS]].
  • [[Ellipsoid]] - a mathematical representation of the [[Earth]]. When mapping in geodetic coordinates, a latitude circle forms a truncated cone.
SCIENCE OF THE GEOMETRIC SHAPE, ORIENTATION IN SPACE, AND GRAVITATIONAL FIELD OF EARTH
Geodetics; Erdmessung; Geodetic; Surveyors' tools; Geodetic surveying; Geodetic line; Geodetic Science; Geodosy; Geodetic and Geomatic Engineering; Geodetic Engineering; Geodetic survey; Geodesist engineer; Geodesist Engineer; Geodesey; Geodetics engineering; Geodetic station; Engineering geodesy; Geodetic science; Heights in geodesy; Geodetic engineering; Geodetic surveyor; Geodesists; Geomensuration
n.
Land-surveying (on a large scale, as when the curvature of the earth is taken into account).

Βικιπαίδεια

Faculty of Geodesy, University of Zagreb

The Faculty of Geodesy at the University of Zagreb (Croatian: Geodetski fakultet Sveučilišta u Zagrebu) is the only Croatian institution providing high education in Geomatics engineering and the largest faculty in this domain in southeastern Europe.

https://en.wikipedia.org/wiki/Faculty of Geodesy, University of Zagreb
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