Uses of Class
org.deegree.crs.Identifiable

Packages that use Identifiable

org.deegree.crs	The org.deegree.crs package contains all necessities to transform and project coordinates form one coordinates system into another.
org.deegree.crs.components	The components package holds the shared components used by coordinatesystems, projections and transformations.
org.deegree.crs.configuration	The org.deegree.crs.configuraton package contains the classes necessary to read crs-definitions from a file.
org.deegree.crs.configuration.deegree
org.deegree.crs.configuration.gml
org.deegree.crs.configuration.proj4
org.deegree.crs.coordinatesystems	The coordinatesystems package holds the different coordinatesystems used by the org.deegree.crs packages.
org.deegree.crs.projections	A map projection create a 2D view of the 3D-Object 'earth', by doing so, some information is inevitably lost.
org.deegree.crs.projections.azimuthal	Azimuthal projections use a plane to project the earth onto.
org.deegree.crs.projections.conic	Conic projections use a cone (hence it's name) to project a region of the earth.
org.deegree.crs.projections.cylindric	Cylindrical projections use a cylinder (may it be oblique or not) to create projection of a region of the earth.
org.deegree.crs.transformations	A Transformation can be defined as an mathematical operation which transforms some values into other values using a specified function.
org.deegree.crs.transformations.coordinate	Coordinate Transformations allow the chaining of operations to map coordinates of one coordinate systems onto a coordinate valid in another coordinate system.
org.deegree.crs.transformations.helmert	A Transformation can be defined as an mathematical operation which transforms some values into other values using a specified function.
org.deegree.crs.transformations.polynomial	A Transformation can be defined as an mathematical operation which transforms some values into other values using a specified function.

Uses of Identifiable in org.deegree.crs

Constructors in org.deegree.crs with parameters of type Identifiable

Identifiable(Identifiable other)
Takes the references of the other object and stores them in this Identifiable Object.

Uses of Identifiable in org.deegree.crs.components

Subclasses of Identifiable in org.deegree.crs.components

class	Datum The Datum is a generic type for all datums.
class	Ellipsoid The Ellipsoid class hold all parameters which are necessary to define an Ellipsoid.
class	GeodeticDatum A GeodeticDatum (aka.
class	PrimeMeridian The PrimeMeridian class saves the longitude to the greenwich meridian.
class	Unit The Unit class defines a mechanism to convert between different measurements units, such as british_yard and meter.
class	VerticalDatum A VerticalDatum is a datum which only has one axis.

Constructors in org.deegree.crs.components with parameters of type Identifiable

Datum(Identifiable id)

Ellipsoid(double semiMajorAxis, double eccentricity, Unit units, Identifiable id)

Ellipsoid(double semiMajorAxis, Unit units, double inverseFlattening, Identifiable id)

Ellipsoid(Unit units, double semiMajorAxis, double semiMinorAxis, Identifiable id)

GeodeticDatum(Ellipsoid ellipsoid, PrimeMeridian primeMeridian, Helmert toWGS84, Identifiable id)

GeodeticDatum(Ellipsoid ellipsoid, PrimeMeridian primeMeridian, Identifiable id)

PrimeMeridian(Unit units, double longitude, Identifiable id)

VerticalDatum(Identifiable id)

Uses of Identifiable in org.deegree.crs.configuration

Methods in org.deegree.crs.configuration with type parameters of type Identifiable

<V extends Identifiable> V	AbstractCRSProvider.addIdToCache(V identifiable, boolean update) Add the id to the cache, by mapping it to all its identifiers.
<V extends Identifiable> V	AbstractCRSProvider.getCachedIdentifiable(Class<V> expectedType, Identifiable ids) The id are what they are, not trimming 'upcasing' or other modifications will be done in this method.
<V extends Identifiable> V	AbstractCRSProvider.getCachedIdentifiable(Class<V> expectedType, String id) The id is as it is, not trimming 'upcasing' or other modifications will be done in this method.
<V extends Identifiable> V	AbstractCRSProvider.getCachedIdentifiable(Class<V> expectedType, String[] ids) The id are what they are, not trimming 'upcasing' or other modifications will be done in this method.
<V extends Identifiable> V	AbstractCRSProvider.getCachedIdentifiable(String id) The id is as it is, not trimming 'upcasing' or other modifications will be done in this method.

Methods in org.deegree.crs.configuration that return Identifiable

Identifiable

CRSProvider.getIdentifiable(String id) This method is more general than the CRSProvider.getCRSByID(String), because it represents a possibility to return an arbitrary Identifiable Object from the providers backend.

Methods in org.deegree.crs.configuration with parameters of type Identifiable

<V extends Identifiable> V

AbstractCRSProvider.getCachedIdentifiable(Class<V> expectedType, Identifiable ids) The id are what they are, not trimming 'upcasing' or other modifications will be done in this method.

Uses of Identifiable in org.deegree.crs.configuration.deegree

Methods in org.deegree.crs.configuration.deegree with type parameters of type Identifiable

protected <T extends Identifiable> T

CRSParser.checkForUniqueness(List<T> uniqueList, Map<String,String> mapping, T toBeChecked)

Methods in org.deegree.crs.configuration.deegree that return Identifiable

Identifiable	DeegreeCRSProvider.getIdentifiable(String id)
protected Identifiable	CRSParser.parseIdentifiable(Element element) Parses all elements of the identifiable object.
Identifiable	CRSParser.parseIdentifiableObject(String id) Gets the Element for the given id and heuristically check the localname of the resulting root Element.

Uses of Identifiable in org.deegree.crs.configuration.gml

Methods in org.deegree.crs.configuration.gml that return Identifiable

Identifiable	GMLCRSProvider.getIdentifiable(String id)
Identifiable	GMLCRSProvider.parseIdentifiedObject(Element rootElement)

Methods in org.deegree.crs.configuration.gml that return types with arguments of type Identifiable

protected Pair<Identifiable,Pair<Unit,Double>>	GMLCRSProvider.parseParameterValue(Element rootElement)
protected List<Pair<Identifiable,Pair<Unit,Double>>>	GMLCRSProvider.parseParameterValues(Element rootElement)

Uses of Identifiable in org.deegree.crs.configuration.proj4

Methods in org.deegree.crs.configuration.proj4 that return Identifiable

Identifiable

PROJ4CRSProvider.getIdentifiable(String id)

Uses of Identifiable in org.deegree.crs.coordinatesystems

Subclasses of Identifiable in org.deegree.crs.coordinatesystems

class	CompoundCRS A CompoundCRS is a GeographicCRS with a third axis (the height axis) attached.
class	CoordinateSystem Three kinds of CoordinateSystems (in this class abbreviated with CRS) are supported in this lib.
class	GeocentricCRS A GeocentricCRS is a coordinatesystem having three axis and a mass point defined to be equivalent to earths center.
class	GeographicCRS The GeographicCoordinateSystem (in epsg aka Geodetic CRS) is a two dimensional crs with axis of lat-lon.
class	ProjectedCRS A ProjectedCRS is a coordinatesystem defined with a projection and a geographic crs.
class	VerticalCRS The VerticalCRS represents a crs based on one axis only, typically this crs is used as an extension on an already present crs, and adds a 'heightaxis' to the original crs.

Constructors in org.deegree.crs.coordinatesystems with parameters of type Identifiable

CompoundCRS(Axis heightAxis, CoordinateSystem underlyingCRS, double defaultHeight, Identifiable identity)

CoordinateSystem(Datum datum, Axis[] axisOrder, Identifiable identity)

CoordinateSystem(List<PolynomialTransformation> transformations, Datum geodeticDatum, Axis[] axisOrder, Identifiable identity)

GeocentricCRS(GeodeticDatum datum, Axis[] axisOrder, Identifiable identity)

GeocentricCRS(List<PolynomialTransformation> transformations, GeodeticDatum usedDatum, Axis[] axisOrder, Identifiable identity)

GeographicCRS(GeodeticDatum datum, Axis[] axisOrder, Identifiable identity)

GeographicCRS(List<PolynomialTransformation> transformations, GeodeticDatum usedDatum, Axis[] axisOrder, Identifiable id)

ProjectedCRS(List<PolynomialTransformation> transformations, Projection projection, Axis[] axisOrder, Identifiable identity)

ProjectedCRS(Projection projection, Axis[] axisOrder, Identifiable identity)

VerticalCRS(VerticalDatum datum, Axis[] axisOrder, Identifiable identity)

Uses of Identifiable in org.deegree.crs.projections

Subclasses of Identifiable in org.deegree.crs.projections

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.

Constructors in org.deegree.crs.projections with parameters of type Identifiable

Projection(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, boolean conformal, boolean equalArea, Identifiable id)
Creates a Projection.

Uses of Identifiable in org.deegree.crs.projections.azimuthal

Subclasses of Identifiable in org.deegree.crs.projections.azimuthal

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.

Constructors in org.deegree.crs.projections.azimuthal with parameters of type Identifiable

AzimuthalProjection(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, boolean conformal, boolean equalArea, Identifiable id)

LambertAzimuthalEqualArea(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, Identifiable id)

LambertAzimuthalEqualArea(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, Identifiable id)

StereographicAlternative(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, Identifiable id)

StereographicAzimuthal(double trueScaleLatitude, GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, Identifiable id)

StereographicAzimuthal(double trueScaleLatitude, GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, Identifiable id)
Create a StereographicAzimuthal which has a scale of 1 and a true scale latitude,

StereographicAzimuthal(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, Identifiable id)
Create a StereographicAzimuthal which has a true scale latitude at MapUtils.HALFPI.

StereographicAzimuthal(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, Identifiable id)
Create a StereographicAzimuthal which is conformal, has a scale of 1 and a truescale latitude at pi*0.5.

Uses of Identifiable in org.deegree.crs.projections.conic

Subclasses of Identifiable in org.deegree.crs.projections.conic

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.

Constructors in org.deegree.crs.projections.conic with parameters of type Identifiable

ConicProjection(double firstParallelLatitude, double secondParallelLatitude, GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, boolean conformal, boolean equalArea, Identifiable id)

LambertConformalConic(double firstParallelLatitude, double secondParallelLatitude, GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, Identifiable id)

LambertConformalConic(double firstParallelLatitude, double secondParallelLatitude, GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, Identifiable id)
Creates a Lambert Conformal projection with a intersecting cone at the given parallel latitudes. and a scale of 1.

LambertConformalConic(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, Identifiable id)
Creates a Lambert Conformal projection with a tangential cone at the naturalOrigin.y's latitude.

LambertConformalConic(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, Identifiable id)
Creates a Lambert Conformal projection with a tangential cone at the naturalOrigin.y's latitude.

Uses of Identifiable in org.deegree.crs.projections.cylindric

Subclasses of Identifiable in org.deegree.crs.projections.cylindric

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.

Constructors in org.deegree.crs.projections.cylindric with parameters of type Identifiable

CylindricalProjection(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, boolean conformal, boolean equalArea, Identifiable id)

Mercator(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, Identifiable id)

TransverseMercator(boolean northernHemisphere, GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, double scale, Identifiable id)

TransverseMercator(GeographicCRS geographicCRS, double falseNorthing, double falseEasting, javax.vecmath.Point2d naturalOrigin, Unit units, Identifiable id)
A northern hemisphere conformal transverse mercator projection with a scale of one.

TransverseMercator(int zone, boolean northernHemisphere, GeographicCRS geographicCRS, Unit units, Identifiable id)
Sets the false-easting to 50000, false-northing to 0 or 10000000 (depending on the hemisphere), the projection-longitude is calculated from the zone and the projection-latitude is set to 0.

Uses of Identifiable in org.deegree.crs.transformations

Subclasses of Identifiable in org.deegree.crs.transformations

class

Transformation The Transformation class supplies the most basic method interface for any given transformation.

Constructors in org.deegree.crs.transformations with parameters of type Identifiable

Transformation(CoordinateSystem sourceCRS, CoordinateSystem targetCRS, Identifiable id)

Uses of Identifiable in org.deegree.crs.transformations.coordinate

Subclasses of Identifiable in org.deegree.crs.transformations.coordinate

class	ConcatenatedTransform The ConcatenatedTransform class allows the connection of two transformations.
class	CRSTransformation The change of coordinates from one CRS to another CRS based on different datum is 'currently' only possible via a coordinate Transformation.
class	DirectTransform The DirectTransform class wraps the access to a polynomial transformation, by calling it's applyPolynomial method.
class	GeocentricTransform The GeocentricTransform class is used to create a transformation between a geocentric CRS (having lat-lon coordinates) and it's geodetic CRS (having x-y-z) coordinates and vice versa.
class	MatrixTransform The MatrixTransform class allows transformations using matrices.
class	NotSupportedTransformation The NotSupportedTransformation class simply wraps the source and target crs.
class	ProjectionTransform The ProjectionTransform class wraps the access to a projection, by calling it's doProjection.

Constructors in org.deegree.crs.transformations.coordinate with parameters of type Identifiable

ConcatenatedTransform(Transformation first, Transformation second, Identifiable id)
Creates a transform by concatenating two existing transforms.

CRSTransformation(CoordinateSystem sourceCRS, CoordinateSystem targetCRS, Identifiable id)

DirectTransform(PolynomialTransformation transformation, CoordinateSystem sourceCRS, Identifiable id)

GeocentricTransform(CoordinateSystem source, GeocentricCRS target, Identifiable id)

MatrixTransform(CoordinateSystem source, CoordinateSystem target, javax.vecmath.GMatrix matrix, Identifiable id)
Construct a transform.

MatrixTransform(CoordinateSystem source, CoordinateSystem target, javax.vecmath.Matrix3d matrix, Identifiable id)
Construct a 3d transform.

MatrixTransform(CoordinateSystem source, CoordinateSystem target, javax.vecmath.Matrix4d matrix, Identifiable id)
Construct a 4d transform.

MatrixTransform(CoordinateSystem source, CoordinateSystem target, javax.vecmath.Matrix4d matrix, String transformationName, Identifiable id)
Construct a 4d transform.

NotSupportedTransformation(CoordinateSystem sourceCRS, CoordinateSystem targetCRS, Identifiable id)

ProjectionTransform(ProjectedCRS projectedCRS, Identifiable id)

Uses of Identifiable in org.deegree.crs.transformations.helmert

Subclasses of Identifiable in org.deegree.crs.transformations.helmert

class

Helmert Parameters for a geographic transformation into another datum.

Constructors in org.deegree.crs.transformations.helmert with parameters of type Identifiable

Helmert(double dx, double dy, double dz, double ex, double ey, double ez, double ppm, CoordinateSystem sourceCRS, CoordinateSystem targetCRS, Identifiable identifiable)

Helmert(double dx, double dy, double dz, double ex, double ey, double ez, double ppm, CoordinateSystem sourceCRS, CoordinateSystem targetCRS, Identifiable identifiable, boolean inRadians)

Uses of Identifiable in org.deegree.crs.transformations.polynomial

Subclasses of Identifiable in org.deegree.crs.transformations.polynomial

class	LeastSquareApproximation LeastSquareApproximation is a polynomial transformation which uses the least square method to approximate a function given by some measured values.
class	PolynomialTransformation PolynomialTransformation is the base class for all polynomial transformations.

Constructors in org.deegree.crs.transformations.polynomial with parameters of type Identifiable

LeastSquareApproximation(List<Double> firstParameters, List<Double> secondParameters, CoordinateSystem sourceCRS, CoordinateSystem targetCRS, float scaleX, float scaleY, Identifiable id)

PolynomialTransformation(List<Double> firstParameters, List<Double> secondParameters, CoordinateSystem sourceCRS, CoordinateSystem targetCRS, Identifiable id)