Uses of Interface
org.deegree.cs.projections.IProjection

Packages that use IProjection
org.deegree.cs.coordinatesystems The ICoordinateSystems package holds the different ICoordinateSystems used by the org.deegree.cs packages. 
org.deegree.cs.io.deegree   
org.deegree.cs.persistence.deegree.d3   
org.deegree.cs.persistence.deegree.d3.parsers   
org.deegree.cs.persistence.gml   
org.deegree.cs.projections A map projection create a 2D view of the 3D-Object 'earth', by doing so, some information is inevitably lost. 
org.deegree.cs.projections.azimuthal Azimuthal projections use a plane to project the earth onto. 
org.deegree.cs.projections.conic Conic projections use a cone (hence it's name) to project a region of the earth. 
org.deegree.cs.projections.cylindric Cylindrical projections use a cylinder (may it be oblique or not) to create projection of a region of the earth. 
org.deegree.cs.refs.coordinatesystem   
org.deegree.cs.refs.projections   
 

Uses of IProjection in org.deegree.cs.coordinatesystems
 

Methods in org.deegree.cs.coordinatesystems that return IProjection
 IProjection ProjectedCRS.getProjection()
           
 IProjection IProjectedCRS.getProjection()
           
 

Constructors in org.deegree.cs.coordinatesystems with parameters of type IProjection
ProjectedCRS(IProjection projection, IGeographicCRS geographicCRS, IAxis[] axisOrder, CRSCodeType code)
           
ProjectedCRS(IProjection projection, IGeographicCRS geographicCRS, IAxis[] axisOrder, CRSCodeType[] codes)
           
ProjectedCRS(IProjection projection, IGeographicCRS geographicCRS, IAxis[] axisOrder, CRSCodeType[] codes, String[] names, String[] versions, String[] descriptions, String[] areasOfUse)
           
ProjectedCRS(IProjection projection, IGeographicCRS geographicCRS, IAxis[] axisOrder, CRSCodeType code, String name, String version, String description, String areaOfUse)
           
ProjectedCRS(IProjection projection, IGeographicCRS geographicCRS, IAxis[] axisOrder, CRSResource identity)
           
ProjectedCRS(List<Transformation> transformations, IGeographicCRS geographicCRS, IProjection projection, IAxis[] axisOrder, CRSResource identity)
           
 

Uses of IProjection in org.deegree.cs.io.deegree
 

Methods in org.deegree.cs.io.deegree with parameters of type IProjection
protected  void CRSExporterBase.export(IProjection projection, XMLStreamWriter xmlWriter)
          Export the projection to it's appropriate deegree-crs-definitions form.
protected  void CRSExporter.export(IProjection projection, XMLStreamWriter xmlWriter)
          Export the projection to it's appropriate deegree-crs-definitions form.
 

Method parameters in org.deegree.cs.io.deegree with type arguments of type IProjection
 void CRSExporter.exportProjections(XMLStreamWriter xmlWriter, Set<IProjection> projections)
          Exports the given set of projections
 

Uses of IProjection in org.deegree.cs.persistence.deegree.d3
 

Methods in org.deegree.cs.persistence.deegree.d3 that return IProjection
 IProjection CRSParser.getProjectionForId(String projectionId, GeographicCRS underlyingCRS)
           
 

Uses of IProjection in org.deegree.cs.persistence.deegree.d3.parsers
 

Methods in org.deegree.cs.persistence.deegree.d3.parsers that return IProjection
 IProjection ProjectionParser.getProjectionForId(String projectionId)
           
 

Uses of IProjection in org.deegree.cs.persistence.gml
 

Methods in org.deegree.cs.persistence.gml that return IProjection
protected  IProjection GMLCRSStore.parseProjection(org.apache.axiom.om.OMElement rootElement)
          For now this method actually wraps all information in a gml:AbstractGeneralConversionType (or a derived subtype) into an CRSIdentifiable Object (used for the Projections).
 

Uses of IProjection in org.deegree.cs.projections
 

Classes in org.deegree.cs.projections that implement IProjection
 class Projection
          Map conversion is the process of changing the map grid coordinates (usually, but not always, Easting & Northing) of a Projected Coordinate Reference System to its corresponding geographical coordinates (Latitude & Longitude) or vice versa.
 

Uses of IProjection in org.deegree.cs.projections.azimuthal
 

Subinterfaces of IProjection in org.deegree.cs.projections.azimuthal
 interface ILambertAzimuthalEqualArea
          Interface describing a LambertAzimuthalEqualArea Projection
 interface IStereographicAlternative
          Interface describing a StereographicAlternative Projection
 interface IStereographicAzimuthal
          Interface describing a StereographicAzimuthal Projection
 

Classes in org.deegree.cs.projections.azimuthal that implement IProjection
 class AzimuthalProjection
          The AzimuthalProjection class functions as a super class to all azimuthal projections.
 class LambertAzimuthalEqualArea
          The LambertAzimuthalEqualArea projection has following properties (From J.S.
 class StereographicAlternative
          StereographicAlternative projection may be imagined to be a projection of the earth's surface onto a plane in contact with the earth at a single tangent point from the opposite end of the diameter through that tangent point.
 class StereographicAzimuthal
          The StereographicAzimuthal class allows for Stereographic Projections of the Poles, equator as well as oblique.
 

Uses of IProjection in org.deegree.cs.projections.conic
 

Subinterfaces of IProjection in org.deegree.cs.projections.conic
 interface IConicProjection
          Interface describing a ConicProjection
 interface ILambertConformalConic
          Interface describing a LambertConformalConic Projection
 

Classes in org.deegree.cs.projections.conic that implement IProjection
 class ConicProjection
          The ConicProjection is a super class for all conic projections.
 class LambertConformalConic
          The LambertConformalConic projection has following properties (Snyder p. 104) Conic Conformal Parallels are unequally spaced arcs of concentric circles, more closely spaced near the center of the map Meridians are equally spaced radii of the same circles, thereby cutting paralles at right angles.
 

Uses of IProjection in org.deegree.cs.projections.cylindric
 

Subinterfaces of IProjection in org.deegree.cs.projections.cylindric
 interface IMercator
          Interface describing a Mercator Projection
 interface ITransverseMercator
          Interface describing a TransverseMercator Projection
 

Classes in org.deegree.cs.projections.cylindric that implement IProjection
 class CylindricalProjection
          The CylindricalProjection is a super class for all cylindrical projections.
 class Mercator
          The Mercator projection has following properties: Cylindircal Conformal Meridians are equally spaced straight lines Parallels are unequally spaced straight lines closest near the equator, cutting meridians at right angles.
 class TransverseMercator
          The TransverseMercator projection has following properties: Cylindrical (transverse) Conformal The central meridian, each meridian 90° from central meridian and the equator are straight lines All other meridians and parallels are complex curves Scale is true along central meridian or along two straight lines equidistant from and parallel to central merdian.
 

Uses of IProjection in org.deegree.cs.refs.coordinatesystem
 

Methods in org.deegree.cs.refs.coordinatesystem that return IProjection
 IProjection ProjectedCRSRef.getProjection()
           
 

Uses of IProjection in org.deegree.cs.refs.projections
 

Classes in org.deegree.cs.refs.projections that implement IProjection
 class LambertAzimuthalEqualAreaRef
          ProjectionRef to a LambertAzimuthalEqualArea
 class LambertConformalConicRef
          ProjectionRef to a LambertConformalConic
 class MercatorRef
          ProjectionRef to a Mercator
 class ProjectionRef
          General CRSResourceRef referncing a Projection
 class StereographicAlternativeRef
          ProjectionRef to a StereographicAlternative
 class StereographicAzimuthalRef
          ProjectionRef to a StereographicAzimuthal
 class TransverseMercatorRef
          ProjectionRef to a TransverseMercator
 



Copyright © 2011. All Rights Reserved.