Geodesy: The ConceptsElsevier, 03.06.2015 - 714 Seiten Geodesy: The Concepts, Second Edition focuses on the processes, approaches, and methodologies employed in geodesy, including gravity field and motions of the earth and geodetic methodology. The book first underscores the history of geodesy, mathematics and geodesy, and geodesy and other disciplines. Discussions focus on algebra, geometry, statistics, symbolic relation between geodesy and other sciences, applications of geodesy, and the historical beginnings of geodesy. The text then ponders on the structure of geodesy, as well as functions of geodesy and geodetic theory and practice. The publication examines the motions, gravity field, deformations in time, and size and shape of earth. Topics include tidal phenomena, tectonic deformations, actual shape of the earth, gravity anomaly and potential, and observed polar motion and spin velocity variations. The elements of geodetic methodology, classes of mathematical models, and formulation and solving of problems are also mentioned. The text is a dependable source of data for readers interested in the concepts involved in geodesy. |
Inhalt
| 55 | |
METHODOLOGY | 173 |
POSITIONING | 289 |
EARTHS GRAVITY FIELD | 457 |
TEMPORAL VARIATIONS | 585 |
AUTHOR INDEX | 661 |
SUBJECT INDEX | 669 |
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Häufige Begriffe und Wortgruppen
accuracy adjustment angle approximation astronomical axis azimuth boundary value C₁ Canada Chapter computed conformal mapping considered coordinate system correction covariance matrix curvature datum defined deformations denoted derived determined differential direction distance earth earth's surface effect ellipses equipotential surfaces errors evaluated filter formula frequency geocentric geodesy geodetic networks geoid geoidal height given global gradient gravitational potential gravity anomalies gravity field H₁ height differences horizontal networks integral inverse isostasy known least-squares linear lithosphere mapping mass mathematical model mean measured meridian movements normal equations normal gravity observation equation obtained orbital orthometric orthometric height P₁ plane plumb line polar motion potential coefficients probability density function problem quantities reference ellipsoid refraction relative residual sea level shown in FIG solution space spherical statistically independent technique telluroid three-dimensional tidal transformation unknown parameters VANÍČEK variations vector velocity Δα
