Package com.luciad.projection
Class TLcdLambertConformal
java.lang.Object
com.luciad.projection.ALcdProjection
com.luciad.projection.ALcdConic
com.luciad.projection.TLcdLambertConformal
- All Implemented Interfaces:
ILcdConic,ILcdProjection,ILcdPropertyChangeSource,Serializable,Cloneable
Lambert Conformal Conic projection.
Introduction
A Lambert conformal conic projection is a conic map projection. It superimposes a cone over the sphere of the Earth, with two reference parallels secant to the globe and intersecting it.
Properties
- Conformal.
- The scale of the projection is
truealong the two given standard parallels. - Parallels are unequally spaced arcs of concentric circles.
- Meridians are equally spaced arcs of circles cutting the parallels at right angles.
- This projection is used for maps of regions with a dominant east-west shape.
Example
Sample code
ILcdProjection projection =
new TLcdLambertConformal(42.0, 57.0, 0.0, 50.0);
Implementation aspects
The equations of the lambert conformal conic projection are taken from [Snyder1987].
- See Also:
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Field Summary
Fields inherited from class com.luciad.projection.ALcdProjection
fPropertyChangeDispatcherFields inherited from interface com.luciad.projection.ILcdProjection
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Constructor Summary
ConstructorsConstructorDescriptionDefault constructor for the Lambert conformal conic projection.TLcdLambertConformal(double aFirstParallel, double aSecondParallel, double aOriginLongitude, double aOriginLatitude) Constructs a Lambert conformal conic projection with the given property values. -
Method Summary
Modifier and TypeMethodDescriptiondouble[][]boundaryLats(double lon) Default implementation.double[][]boundaryLons(double lat) Default implementation.protected voidConstants based on the point of origin of the projection and the two standard parallels don't have to be recalculated every time a method is called.clone()Makes a deep clone of thisILcdProjection.doubleReturns the limit of the northern latitude for allTLcdLambertConformalprojections.doubleReturns the limit of the southern latitude for allTLcdLambertConformalprojections.booleaninLonLatBounds(ILcdPoint aLLP) Checks if anILcdPointis inside the valid area of geodetic coordinates of the projection.booleaninWorldBoundsOnEllipsoid(ILcdPoint aXYPoint, ILcdEllipsoid aEllipsoid) Default implementation callsinWorldBoundsOnSpherewithaEllipsoid.getAuxRadius()as sphere radius.booleaninWorldBoundsOnSphere(ILcdPoint aXYPoint, double aRadius) Checks if aILcdPointis inside the valid cartesian area of the projection.booleanIf all geodetic coordinates (l ,j ) are projected (visible) by anILcdProjectionand all (x,y ) coordinates are bounded this istrue.voidlonlatheight2worldOnEllipsoidSFCT(ILcdPoint aLLHP, ILcdEllipsoid aEllipsoid, ILcd2DEditablePoint aXYPointSFCT) Default implementation callslonlatheight2worldOnEllipsoidSFCTwithaEllipsoid.getAuxRadius()as sphere radius.voidlonlatheight2worldOnSphereSFCT(ILcdPoint aLLHP, double aRadius, ILcd2DEditablePoint aXYPointSFCT) Transforms anILcd2DEditablePointon a sphere into the cartesian coordinate system of the projection.static voidsetNorthLatitudeLimit(double aNorthLatitudeLimit) Set the limit of the northern latitude for allTLcdLambertConformalprojections.static voidsetSouthLatitudeLimit(double aSouthLatitudeLimit) Set the limit of the southern latitude for allTLcdLambertConformalprojections.toString()Returns theStringrepresentation of the lambert conformal projection.voidworld2DEditableBoundsOnEllipsoidSFCT(ILcdEllipsoid aEllipsoid, ILcd2DEditableBounds aWorldBoundsSFCT) Default implementation callsworld2lonlatOnSphereSFCTwithaEllipsoid.getAuxRadius()as sphere radius.voidworld2DEditableBoundsOnSphereSFCT(double aRadius, ILcd2DEditableBounds aWorldBoundsSFCT) Bounding box for projection.voidworld2lonlatOnEllipsoidSFCT(ILcdPoint aXYPoint, ILcdEllipsoid aEllipsoid, ILcd2DEditablePoint aLLPSFCT) Default implementation callsworld2lonlatOnSphereSFCTwithaEllipsoid.getAuxRadius()as sphere radius.voidworld2lonlatOnSphereSFCT(ILcdPoint aXYPoint, double aRadius, ILcd2DEditablePoint aLLPSFCT) Transforms anILcdPointfrom the cartesian coordinate system of the projection into anILcd2DEditablePointonto a sphere.Methods inherited from class com.luciad.projection.ALcdConic
equals, getFirstParallel, getOrigin, getOriginLat, getOriginLon, getSecondParallel, hashCode, isContinuous, loadProperties, setFirstParallel, setOriginLat, setOriginLon, setSecondParallel, writePropertiesSFCTMethods inherited from class com.luciad.projection.ALcdProjection
addPropertyChangeListener, firePropertyChangeEvent, removePropertyChangeListenerMethods inherited from class java.lang.Object
finalize, getClass, notify, notifyAll, wait, wait, waitMethods inherited from interface com.luciad.util.ILcdPropertyChangeSource
addPropertyChangeListener, removePropertyChangeListener
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Constructor Details
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TLcdLambertConformal
public TLcdLambertConformal()Default constructor for the Lambert conformal conic projection. -
TLcdLambertConformal
public TLcdLambertConformal(double aFirstParallel, double aSecondParallel, double aOriginLongitude, double aOriginLatitude) Constructs a Lambert conformal conic projection with the given property values.- Parameters:
aFirstParallel- the value for the firstParallel property.aSecondParallel- the value for the secondParallel property.aOriginLongitude- the value for the originLongitude property.aOriginLatitude- the value for the originLatitude property.
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Method Details
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setNorthLatitudeLimit
public static void setNorthLatitudeLimit(double aNorthLatitudeLimit) Set the limit of the northern latitude for allTLcdLambertConformalprojections. Only applicable when the standard parallels of the projection are in the southern hemisphere.- Parameters:
aNorthLatitudeLimit- the new northLatitudeLimit value.- See Also:
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getNorthLatitudeLimit
public double getNorthLatitudeLimit()Returns the limit of the northern latitude for allTLcdLambertConformalprojections.- Returns:
- the limit of the northern latitude for all
TLcdLambertConformalprojections. - See Also:
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setSouthLatitudeLimit
public static void setSouthLatitudeLimit(double aSouthLatitudeLimit) Set the limit of the southern latitude for allTLcdLambertConformalprojections. Only applicable when the standard parallels of the projection are in the northern hemisphere.- Parameters:
aSouthLatitudeLimit- the new southLatitudeLimit value.- See Also:
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getSouthLatitudeLimit
public double getSouthLatitudeLimit()Returns the limit of the southern latitude for allTLcdLambertConformalprojections.- Returns:
- the limit of the southern latitude for all
TLcdLambertConformalprojections. - See Also:
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calculateCachedValues
protected void calculateCachedValues()Description copied from class:ALcdConicConstants based on the point of origin of the projection and the two standard parallels don't have to be recalculated every time a method is called. They only have to be calculated when the projection properties change. Within the methods the precalculated values then can be used in order to gain efficiency.- Overrides:
calculateCachedValuesin classALcdConic
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lonlatheight2worldOnSphereSFCT
public void lonlatheight2worldOnSphereSFCT(ILcdPoint aLLHP, double aRadius, ILcd2DEditablePoint aXYPointSFCT) throws TLcdOutOfBoundsException Description copied from interface:ILcdProjectionTransforms anILcd2DEditablePointon a sphere into the cartesian coordinate system of the projection.- Parameters:
aLLHP- point to be projected.aRadius- radius of the sphere (meters).aXYPointSFCT- projected point as side effect.- Throws:
TLcdOutOfBoundsException- If theILcdPointaLLHPis not within the valid area of the projection (visible area), then this exception is thrown.
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lonlatheight2worldOnEllipsoidSFCT
public void lonlatheight2worldOnEllipsoidSFCT(ILcdPoint aLLHP, ILcdEllipsoid aEllipsoid, ILcd2DEditablePoint aXYPointSFCT) throws TLcdOutOfBoundsException Description copied from class:ALcdProjectionDefault implementation callslonlatheight2worldOnEllipsoidSFCTwithaEllipsoid.getAuxRadius()as sphere radius.- Specified by:
lonlatheight2worldOnEllipsoidSFCTin interfaceILcdProjection- Overrides:
lonlatheight2worldOnEllipsoidSFCTin classALcdProjection- Parameters:
aLLHP- point to be projected.aEllipsoid- ellipsoid on which the point is defined.aXYPointSFCT- projected point as side effect.- Throws:
TLcdOutOfBoundsException- If theILcdPointaLLHPis not within the valid area of the projection (visible area), then this exception is thrown.
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world2lonlatOnSphereSFCT
public void world2lonlatOnSphereSFCT(ILcdPoint aXYPoint, double aRadius, ILcd2DEditablePoint aLLPSFCT) throws TLcdOutOfBoundsException Description copied from interface:ILcdProjectionTransforms anILcdPointfrom the cartesian coordinate system of the projection into anILcd2DEditablePointonto a sphere.- Parameters:
aXYPoint- projected point for which the corresponding geodetic point is sought.aRadius- radius of the sphere (meters).aLLPSFCT- resulting geodetic coordinate as side effect.- Throws:
TLcdOutOfBoundsException-aXYPointis outside the area valid for this projection.
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world2lonlatOnEllipsoidSFCT
public void world2lonlatOnEllipsoidSFCT(ILcdPoint aXYPoint, ILcdEllipsoid aEllipsoid, ILcd2DEditablePoint aLLPSFCT) throws TLcdOutOfBoundsException Description copied from class:ALcdProjectionDefault implementation callsworld2lonlatOnSphereSFCTwithaEllipsoid.getAuxRadius()as sphere radius.- Specified by:
world2lonlatOnEllipsoidSFCTin interfaceILcdProjection- Overrides:
world2lonlatOnEllipsoidSFCTin classALcdProjection- Parameters:
aXYPoint- projected point for which the corresponding geodetic point is sought.aEllipsoid- ellipsoid on which the geodetic coordinate is defined.aLLPSFCT- resulting geodetic coordinate as side effect.- Throws:
TLcdOutOfBoundsException- If theILcdPointaXYPointis not within the valid area of the projection (visible area), then this exception is thrown.
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isAllInBounds
public boolean isAllInBounds()Description copied from interface:ILcdProjectionIf all geodetic coordinates (l ,j ) are projected (visible) by anILcdProjectionand all (x,y ) coordinates are bounded this istrue. AllILcdProjectionobjects have bounded (x,y ) coordinates because the projection is cut off if necessary.- Returns:
trueif all LonLatPoints are within the bounds of the projection,falseotherwise.
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inLonLatBounds
Description copied from interface:ILcdProjectionChecks if anILcdPointis inside the valid area of geodetic coordinates of the projection. The valid area is determined by the LonLatPoints that are visible and for which the corresponding cartesian coordinate is within the boundaries.- Parameters:
aLLP-ILcdPointto be checked upon.- Returns:
trueif valid,falseif invalid.
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boundaryLons
public double[][] boundaryLons(double lat) Description copied from class:ALcdProjectionDefault implementation. To be redefined for specific projections.- Specified by:
boundaryLonsin interfaceILcdProjection- Overrides:
boundaryLonsin classALcdProjection- Parameters:
lat- latitude in decimal degrees and -90.0 <=aLat<= 90.0.- Returns:
- the array of pairs of longitudes[0] and longitudes[1], where the closed interval longitudes[0] -> longitudes[1] is in visible area and -180.0 <= lon[i] <= 180.0.
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boundaryLats
public double[][] boundaryLats(double lon) Description copied from class:ALcdProjectionDefault implementation. To be redefined for specific projections.- Specified by:
boundaryLatsin interfaceILcdProjection- Overrides:
boundaryLatsin classALcdProjection- Parameters:
lon- longitude in decimal degrees -180.0 <= lon <= 180.0 .- Returns:
- the array of pairs of latitudes lats[0] and lats[1], where the closed interval lats[0] -> lats[1] is in visible area and -90.0 <= lats[i] <= 90.0 .
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world2DEditableBoundsOnSphereSFCT
public void world2DEditableBoundsOnSphereSFCT(double aRadius, ILcd2DEditableBounds aWorldBoundsSFCT) Bounding box for projection. The projection is cut off at a certain latitude.- Parameters:
aRadius- radius of the sphere.aWorldBoundsSFCT- the bounds of the projection in world coordinates as side effect.
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inWorldBoundsOnSphere
Description copied from interface:ILcdProjectionChecks if aILcdPointis inside the valid cartesian area of the projection. The valid cartesian area is determined naturally by the projection bounds or by an artificial introduced boundary limit because some cartesian points are at infinity. The shape of the valid cartesian area is in many cases rectangular or circular although it might be more complex.- Parameters:
aXYPoint- point to be checked upon.aRadius- radius of the sphere.- Returns:
trueif valid,falseif invalid.
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world2DEditableBoundsOnEllipsoidSFCT
public void world2DEditableBoundsOnEllipsoidSFCT(ILcdEllipsoid aEllipsoid, ILcd2DEditableBounds aWorldBoundsSFCT) Description copied from class:ALcdProjectionDefault implementation callsworld2lonlatOnSphereSFCTwithaEllipsoid.getAuxRadius()as sphere radius.- Specified by:
world2DEditableBoundsOnEllipsoidSFCTin interfaceILcdProjection- Overrides:
world2DEditableBoundsOnEllipsoidSFCTin classALcdProjection- Parameters:
aEllipsoid- ellipsoid considered.aWorldBoundsSFCT- the bounds of the projection in world coordinates as side effect.
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inWorldBoundsOnEllipsoid
Description copied from class:ALcdProjectionDefault implementation callsinWorldBoundsOnSpherewithaEllipsoid.getAuxRadius()as sphere radius.- Specified by:
inWorldBoundsOnEllipsoidin interfaceILcdProjection- Overrides:
inWorldBoundsOnEllipsoidin classALcdProjection- Parameters:
aXYPoint- point to be checked upon.aEllipsoid- ellipsoid on which the geodetic coordinate is defined.- Returns:
trueif valid,falseif invalid.- See Also:
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toString
Returns theStringrepresentation of the lambert conformal projection.- Specified by:
toStringin interfaceILcdProjection- Overrides:
toStringin classObject- Returns:
- the
Stringrepresentation of the lambert conformal projection.
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clone
Description copied from interface:ILcdProjectionMakes a deep clone of thisILcdProjection.- Specified by:
clonein interfaceILcdProjection- Overrides:
clonein classALcdConic- Returns:
- deep clone of this
ILcdProjection.
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