Détail de l'auteur
Auteur Lev M. Bugayevskiy |
Documents disponibles écrits par cet auteur (1)
Ajouter le résultat dans votre panier Affiner la recherche Interroger des sources externes
Map projections / Lev M. Bugayevskiy (1995)
Titre : Map projections : a reference manual Type de document : Guide/Manuel Auteurs : Lev M. Bugayevskiy, Auteur ; John P. Snyder, Auteur Editeur : Londres : Taylor & Francis Année de publication : 1995 Importance : 328 p. Format : 17 x 25 cm ISBN/ISSN/EAN : 978-0-7484-0304-2 Note générale : Bibliographie Langues : Anglais (eng) Descripteur : [Vedettes matières IGN] Projections
[Termes IGN] cartographie
[Termes IGN] projection
[Termes IGN] projection conforme
[Termes IGN] projection conique
[Termes IGN] projection cylindrique
[Termes IGN] système de coordonnéesIndex. décimale : 30.20 Projections - généralités Note de contenu : 1 General theory of map projections
1.1 Coordinate systems used in mathematical cartography
1.2 Definition of map projections: equations for meridians and parallels; the map graticule; conditions for transformation
1.3 Elements for transforming an infinitestimal spheroidal (or spherical) quadrangle onto a plane
1.4 Scale
1.5. Conditions for conformal, equalarea, and equidistant transformation of an ellipsoidal (or spherical) surface onto a plane
1.6 Distortion on map projections
1.7 Transformation of one type of surface onto other types : that of the ellipsoid of revolution onto the surface of a sphere
1.8 Classification of map projections
2 Map projections with straight parallels
2.1 Cylindrical projections
2.2 Pseudocylindrical projections
3 Map projections with parallels in the shape of concentric circles
3.1 Conic projections
3.2 Azimuthal projections
3.3 Perspective azimuthal projections
3.4 Pseudoconic projections
3.5 Pseudoazimuthal projections
3.6 Retroazimuthal projections
4 Map projections with parallels in the shape of nonconcentric circles
4.1 General formulas for polyconic projections
4.2 Polyconic projections in a general sense
4.3 Polyconic projections in a narrow sense
4.4 Characteristics of polyconic projections
5 Projections for topographic and namedquadrangle maps ; projections used in geodesy
5.1 Topographic map projections
5.2 Projections used for maps at scales of 1 : 1.000.000 and 1: 2.500.000
5.3 Conformal projections of the ellipsoid used in geodesy
6 Map projection research
6.1 Direct and inverse problems of mathematical cartography involved in the theory of direct transformation of surfaces onto a plane
6.2 Equations for inverse transformation
6.3 Map projection research by solving the direct problem of mathematical cartography
6.4 Map projection research by solving the inverse problem of mathematical cartography
7 Best and ideal map projections ; projections satisfying given conditions of representation
7.1 General conditions for the best and ideal projections
7.2 Chebyshev projections
7.3 Conformal projections with adaptable isocols
7.4 Conformal projections using elliptic functions
7.5 Quasiconformal transformation of flat regions; classes of equalarea projections closest to conformality
7.6 Projections with orthogonal map graticules
7.7 Euler projections
7.8 Twopoint azimuthal projection
7.9 Twopoint equidistant projection
7.10 Projections for anamorphous maps
7.11 Isometric coordinates and conformal cylindrical projections of the triaxial ellipsoid
7.12 Map projections for maps on globes
7.13 Mapping geodetic lines, loxodromes, small circles, and trajectory lines of artificial satellites of the Earth
8 Numerical methods in mathematical cartography
8.1 Interpolation and extrapolation
8.2 Numerical differentiation
8.3 Numerical integration
8.4 Approximation
9 Choice and identification of map projections
9.1 Theoretical fundamentals of choosing a map projection
9.2 Distortion characteristics on projections of the former USSR, continents, oceans, hemispheres, and world maps
9.3 Projections for published maps
9.4 Approximate hierarchy of requirements for map projections with varying perception and assessment of cartographic information
9.5 Distortion requirements on various types of smallscale maps
9.6 Identification of a map projection from the shape of its graticule of meridians and parallels
10 Problems and directions of automation in obtaining and applying map projections
10.1 Calculation of map projections on a computer
10.2 Transformation of the map projection of a base map into a given projection
10.3 Computerized selection of map projections
10.4 Research on map projections in an automated environment to meet given requirements
10.5 Identification of map projections in an automated environment
10.6 Automated identification and reduction of measurements from maps using their mathematical basis
10.7 Automated plotting of elements of the mathematical basis
11 Summary of miscellaneous projections, with referencesNuméro de notice : 68477 Affiliation des auteurs : non IGN Thématique : GEOMATIQUE/POSITIONNEMENT Nature : Manuel Permalink : https://documentation.ensg.eu/index.php?lvl=notice_display&id=49212 Réservation
Réserver ce documentExemplaires (2)
Code-barres Cote Support Localisation Section Disponibilité 68477-01 30.20 Livre Centre de documentation Géodésie Disponible 68477-02 DEP-RECG Livre Marne-la-Vallée Dépôt en unité Exclu du prêt