| /* |
| * Licensed to the Apache Software Foundation (ASF) under one or more |
| * contributor license agreements. See the NOTICE file distributed with |
| * this work for additional information regarding copyright ownership. |
| * The ASF licenses this file to You under the Apache License, Version 2.0 |
| * (the "License"); you may not use this file except in compliance with |
| * the License. You may obtain a copy of the License at |
| * |
| * http://www.apache.org/licenses/LICENSE-2.0 |
| * |
| * Unless required by applicable law or agreed to in writing, software |
| * distributed under the License is distributed on an "AS IS" BASIS, |
| * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. |
| * See the License for the specific language governing permissions and |
| * limitations under the License. |
| */ |
| package org.apache.sis.referencing.operation; |
| |
| import java.util.Map; |
| import java.util.HashMap; |
| import java.util.List; |
| import java.util.Collections; |
| import javax.measure.unit.Unit; |
| import javax.measure.quantity.Duration; |
| import javax.measure.converter.ConversionException; |
| import org.opengis.util.FactoryException; |
| import org.opengis.referencing.IdentifiedObject; |
| import org.opengis.referencing.cs.*; |
| import org.opengis.referencing.crs.*; |
| import org.opengis.referencing.datum.*; |
| import org.opengis.referencing.operation.*; |
| import org.opengis.metadata.Identifier; |
| import org.opengis.metadata.extent.GeographicBoundingBox; |
| import org.opengis.parameter.ParameterValueGroup; |
| import org.apache.sis.internal.metadata.AxisDirections; |
| import org.apache.sis.internal.metadata.VerticalDatumTypes; |
| import org.apache.sis.internal.metadata.ReferencingServices; |
| import org.apache.sis.internal.referencing.ReferencingUtilities; |
| import org.apache.sis.internal.referencing.provider.Geographic2Dto3D; |
| import org.apache.sis.internal.referencing.provider.Geographic3Dto2D; |
| import org.apache.sis.internal.referencing.provider.GeographicToGeocentric; |
| import org.apache.sis.internal.referencing.provider.GeocentricToGeographic; |
| import org.apache.sis.internal.referencing.provider.GeocentricAffine; |
| import org.apache.sis.internal.util.Constants; |
| import org.apache.sis.measure.Units; |
| import org.apache.sis.metadata.iso.citation.Citations; |
| import org.apache.sis.metadata.iso.extent.Extents; |
| import org.apache.sis.parameter.TensorParameters; |
| import org.apache.sis.referencing.CRS; |
| import org.apache.sis.referencing.CommonCRS; |
| import org.apache.sis.referencing.IdentifiedObjects; |
| import org.apache.sis.referencing.NamedIdentifier; |
| import org.apache.sis.referencing.cs.CoordinateSystems; |
| import org.apache.sis.referencing.datum.BursaWolfParameters; |
| import org.apache.sis.referencing.datum.DefaultGeodeticDatum; |
| import org.apache.sis.referencing.operation.matrix.Matrices; |
| import org.apache.sis.referencing.operation.transform.DefaultMathTransformFactory; |
| import org.apache.sis.util.ArgumentChecks; |
| import org.apache.sis.util.resources.Errors; |
| import org.apache.sis.util.resources.Vocabulary; |
| |
| import static org.apache.sis.util.Utilities.equalsIgnoreMetadata; |
| |
| |
| /** |
| * Finds a conversion or transformation path from a source CRS to a target CRS. |
| * This class implements two strategies for searching the coordinate operation: |
| * |
| * <ol class="verbose"> |
| * <li>When <code>{@linkplain #createOperation createOperation}(sourceCRS, targetCRS)</code> is invoked, |
| * this class first {@linkplain org.apache.sis.referencing.factory.IdentifiedObjectFinder tries to |
| * find the authority codes} for the given source and target CRS. If such codes are found, they are |
| * {@linkplain org.apache.sis.referencing.factory.GeodeticAuthorityFactory#createFromCoordinateReferenceSystemCodes |
| * submitted to a registry of coordinate operations}. If an operation is found, it will be returned. |
| * |
| * <div class="note"><b>Note:</b> the above is known as the <cite>late-binding</cite> approach. |
| * The late-binding approach allows the authority to define better suited operations than what |
| * we would get if we were transforming everything from and to a pivot system (e.g. WGS84). |
| * In addition, this approach provides useful informations like the coordinate operation |
| * {@linkplain AbstractCoordinateOperation#getScope() scope} and |
| * {@linkplain AbstractCoordinateOperation#getDomainOfValidity() domain of validity}, |
| * {@linkplain AbstractCoordinateOperation#getCoordinateOperationAccuracy() accuracy}.</div> |
| * </li> |
| * <li>If the above authority factory does not know about the specified CRS, then this class tries to |
| * infer the coordinate operation by itself. The CRS type is examined and the work is dispatched |
| * to one or many of the {@code createOperationStep(…)} protected methods defined in this class. |
| * Those methods use properties associated to the CRS, including {@code BOUNDCRS} or {@code TOWGS84} |
| * elements found in <cite>Well Known Text</cite> (WKT). |
| * |
| * <div class="note"><b>Note:</b> the use of elements like {@code TOWGS84} is known as the |
| * <cite>early-binding</cite> approach. The operation found by this approach may be sub-optimal. |
| * The early-binding approach is used only as a fallback when the late-binding approach gave no result.</div> |
| * </li> |
| * </ol> |
| * |
| * <div class="section">Customization</div> |
| * Instances of this class are created by {@link DefaultCoordinateOperationFactory}. |
| * The only public method is {@link #createOperation(CoordinateReferenceSystem, CoordinateReferenceSystem)}, |
| * which dispatches its work to the {@code createOperationStep(…)} protected methods. |
| * Developers can override those protected methods if they want to alter the way some operations are created. |
| * |
| * <div class="section">Limitations</div> |
| * <ul> |
| * <li>Each instance of this class shall be used only once.</li> |
| * <li>This class is not thread-safe. A new instance shall be created for each coordinate operation to infer.</li> |
| * </ul> |
| * |
| * @author Martin Desruisseaux (Geomatys) |
| * @since 0.7 |
| * @version 0.7 |
| * @module |
| * |
| * @see DefaultCoordinateOperationFactory#createOperation(CoordinateReferenceSystem, CoordinateReferenceSystem, CoordinateOperationContext) |
| */ |
| public class CoordinateOperationFinder extends CoordinateOperationRegistry { |
| /** |
| * The accuracy threshold (in metres) for allowing the use of Molodensky approximation instead than the |
| * Geocentric Translation method. The accuracy of datum shifts with Molodensky approximation is about 5 |
| * or 10 metres. However for this constant, we are not interested in absolute accuracy but rather in the |
| * difference between Molodensky and Geocentric Translation methods, which is much lower. We nevertheless |
| * use a relatively high threshold as a conservative approach. |
| * |
| * @see #desiredAccuracy |
| */ |
| private static final double MOLODENSKY_ACCURACY = 5; |
| |
| /** |
| * Identifiers used as the basis for identifier of CRS used as an intermediate step. |
| * The values can be of two kinds: |
| * |
| * <ul> |
| * <li>If the value is an instance of {@link Integer}, then this is the number |
| * of identifiers derived from the identifier associated to the key.</li> |
| * <li>Otherwise the key is itself an {@link Indentifier} derived from another |
| * identifier, and the value is that identifier.</li> |
| * </ul> |
| * |
| * @see #derivedFrom(IdentifiedObject) |
| */ |
| private final Map<Identifier,Object> identifierOfStepCRS; |
| |
| /** |
| * The pair of source and target CRS for which we already searched a coordinate operation. |
| * This is used as a safety against infinite recursivity. |
| */ |
| private final Map<CRSPair,Boolean> previousSearches; |
| |
| /** |
| * Whether this finder instance is allowed to use {@link DefaultCoordinateOperationFactory#cache}. |
| */ |
| private final boolean useCache; |
| |
| /** |
| * Creates a new instance for the given factory and context. |
| * |
| * @param registry the factory to use for creating operations as defined by authority, or {@code null} if none. |
| * @param factory the factory to use for creating operations not found in the registry. |
| * @param context the area of interest and desired accuracy, or {@code null} if none. |
| * @throws FactoryException if an error occurred while initializing this {@code CoordinateOperationFinder}. |
| */ |
| public CoordinateOperationFinder(final CoordinateOperationAuthorityFactory registry, |
| final CoordinateOperationFactory factory, |
| final CoordinateOperationContext context) throws FactoryException |
| { |
| super(registry, factory, context); |
| identifierOfStepCRS = new HashMap<>(8); |
| previousSearches = new HashMap<>(8); |
| useCache = (context == null) && (factory == factorySIS); |
| } |
| |
| /** |
| * Infers an operation for conversion or transformation between two coordinate reference systems. |
| * If a non-null authority factory – the <cite>registry</cite> – has been specified at construction time, |
| * this method will first query that factory (<cite>late-binding</cite> approach – see class javadoc). |
| * If no operation has been found in the registry or if no registry has been specified to the constructor, |
| * this method inspects the given CRS and delegates the work to one or many {@code createOperationStep(…)} |
| * methods (<cite>early-binding</cite> approach). |
| * |
| * <p>At first, this method is invoked with the {@code sourceCRS} and {@code targetCRS} arguments given to the |
| * {@link DefaultCoordinateOperationFactory#createOperation(CoordinateReferenceSystem, CoordinateReferenceSystem, |
| * CoordinateOperationContext) CoordinateOperationFactory.createOperation(…)} method. But then, this method may |
| * be invoked recursively by some {@code createOperationStep(…)} methods with different source or target CRS, |
| * for example in order to process the {@linkplain org.apache.sis.referencing.crs.DefaultProjectedCRS#getBaseCRS() |
| * base geographic CRS} of a projected CRS.</p> |
| * |
| * @param sourceCRS input coordinate reference system. |
| * @param targetCRS output coordinate reference system. |
| * @return a coordinate operation from {@code sourceCRS} to {@code targetCRS}. |
| * @throws OperationNotFoundException if no operation path was found from {@code sourceCRS} to {@code targetCRS}. |
| * @throws FactoryException if the operation creation failed for some other reason. |
| */ |
| @Override |
| public CoordinateOperation createOperation(final CoordinateReferenceSystem sourceCRS, |
| final CoordinateReferenceSystem targetCRS) |
| throws OperationNotFoundException, FactoryException |
| { |
| ArgumentChecks.ensureNonNull("sourceCRS", sourceCRS); |
| ArgumentChecks.ensureNonNull("targetCRS", targetCRS); |
| if (equalsIgnoreMetadata(sourceCRS, targetCRS)) try { |
| return createFromAffineTransform(AXIS_CHANGES, sourceCRS, targetCRS, |
| CoordinateSystems.swapAndScaleAxes(sourceCRS.getCoordinateSystem(), targetCRS.getCoordinateSystem())); |
| } catch (IllegalArgumentException | ConversionException e) { |
| throw new FactoryException(Errors.format(Errors.Keys.CanNotInstantiate_1, new CRSPair(sourceCRS, targetCRS)), e); |
| } |
| /* |
| * If this method is invoked recursively, verify if the requested operation is already in the cache. |
| * We do not perform this verification on the first invocation because it was already verified by |
| * DefaultCoordinateOperationFactory.createOperation(…). We do not block if the operation is in |
| * process of being computed in another thread because of the risk of deadlock. If the operation |
| * is not in the cache, store the key in our internal map for preventing infinite recursivity. |
| */ |
| final CRSPair key = new CRSPair(sourceCRS, targetCRS); |
| if (useCache && !previousSearches.isEmpty()) { |
| final CoordinateOperation op = factorySIS.cache.peek(key); |
| if (op != null) return op; |
| } |
| if (previousSearches.put(key, Boolean.TRUE) != null) { |
| throw new FactoryException(Errors.format(Errors.Keys.RecursiveCreateCallForCode_2, CoordinateOperation.class, key)); |
| } |
| /* |
| * If the user did not specified an area of interest, use the domain of validity of the CRS. |
| * Then verify in the EPSG dataset if the operation is explicitely defined by an authority. |
| */ |
| GeographicBoundingBox bbox = Extents.getGeographicBoundingBox(areaOfInterest); |
| if (bbox == null) { |
| bbox = Extents.intersection(CRS.getGeographicBoundingBox(sourceCRS), |
| CRS.getGeographicBoundingBox(targetCRS)); |
| areaOfInterest = CoordinateOperationContext.setGeographicBoundingBox(areaOfInterest, bbox); |
| } |
| if (registry != null) { |
| final CoordinateOperation op = super.createOperation(sourceCRS, targetCRS); |
| if (op != null) return op; |
| } |
| //////////////////////////////////////////////////////////////////////////////// |
| //// //// |
| //// Derived → any Single CRS //// |
| //// //// |
| //////////////////////////////////////////////////////////////////////////////// |
| if (sourceCRS instanceof GeneralDerivedCRS) { |
| final GeneralDerivedCRS source = (GeneralDerivedCRS) sourceCRS; |
| if (targetCRS instanceof GeneralDerivedCRS) { |
| return createOperationStep(source, (GeneralDerivedCRS) targetCRS); |
| } |
| if (targetCRS instanceof SingleCRS) { |
| return createOperationStep(source, (SingleCRS) targetCRS); |
| } |
| } |
| //////////////////////////////////////////////////////////////////////////////// |
| //// //// |
| //// any Single CRS → Derived //// |
| //// //// |
| //////////////////////////////////////////////////////////////////////////////// |
| if (targetCRS instanceof GeneralDerivedCRS) { |
| final GeneralDerivedCRS target = (GeneralDerivedCRS) targetCRS; |
| if (sourceCRS instanceof SingleCRS) { |
| return createOperationStep((SingleCRS) sourceCRS, target); |
| } |
| } |
| //////////////////////////////////////////////////////////////////////////////// |
| //// //// |
| //// Geodetic → Geocetric, Geographic or Projected //// |
| //// //// |
| //////////////////////////////////////////////////////////////////////////////// |
| if (sourceCRS instanceof GeodeticCRS) { |
| final GeodeticCRS source = (GeodeticCRS) sourceCRS; |
| if (targetCRS instanceof GeodeticCRS) { |
| return createOperationStep(source, (GeodeticCRS) targetCRS); |
| } |
| if (targetCRS instanceof VerticalCRS) { |
| return createOperationStep(source, (VerticalCRS) targetCRS); |
| } |
| } |
| //////////////////////////////////////////////////////////////////////////////// |
| //// //// |
| //// Vertical → Vertical //// |
| //// //// |
| //////////////////////////////////////////////////////////////////////////////// |
| if (sourceCRS instanceof VerticalCRS) { |
| final VerticalCRS source = (VerticalCRS) sourceCRS; |
| if (targetCRS instanceof VerticalCRS) { |
| return createOperationStep(source, (VerticalCRS) targetCRS); |
| } |
| } |
| //////////////////////////////////////////////////////////////////////////////// |
| //// //// |
| //// Temporal → Temporal //// |
| //// //// |
| //////////////////////////////////////////////////////////////////////////////// |
| if (sourceCRS instanceof TemporalCRS) { |
| final TemporalCRS source = (TemporalCRS) sourceCRS; |
| if (targetCRS instanceof TemporalCRS) { |
| return createOperationStep(source, (TemporalCRS) targetCRS); |
| } |
| } |
| //////////////////////////////////////////////////////////////////////////////// |
| //// //// |
| //// Compound ↔ various CRS //// |
| //// //// |
| //////////////////////////////////////////////////////////////////////////////// |
| if (sourceCRS instanceof CompoundCRS || targetCRS instanceof CompoundCRS) { |
| return createOperationStep(sourceCRS, CRS.getSingleComponents(sourceCRS), |
| targetCRS, CRS.getSingleComponents(targetCRS)); |
| } |
| throw new OperationNotFoundException(notFoundMessage(sourceCRS, targetCRS)); |
| } |
| |
| /** |
| * Creates an operation from an arbitrary single CRS to a derived coordinate reference system. |
| * Conversions from {@code GeographicCRS} to {@code ProjectedCRS} are also handled by this method, |
| * since projected CRS are a special kind of {@code GeneralDerivedCRS}. |
| * |
| * <p>The default implementation constructs the following operation chain:</p> |
| * <blockquote><code>sourceCRS → {@linkplain GeneralDerivedCRS#getBaseCRS() baseCRS} → targetCRS</code></blockquote> |
| * |
| * where the conversion from {@code baseCRS} to {@code targetCRS} is obtained from |
| * <code>targetCRS.{@linkplain GeneralDerivedCRS#getConversionFromBase() getConversionFromBase()}</code>. |
| * |
| * @param sourceCRS input coordinate reference system. |
| * @param targetCRS output coordinate reference system. |
| * @return a coordinate operation from {@code sourceCRS} to {@code targetCRS}. |
| * @throws FactoryException if the operation can not be constructed. |
| */ |
| protected CoordinateOperation createOperationStep(final SingleCRS sourceCRS, |
| final GeneralDerivedCRS targetCRS) |
| throws FactoryException |
| { |
| final CoordinateOperation step1 = createOperation(sourceCRS, targetCRS.getBaseCRS()); |
| final CoordinateOperation step2 = targetCRS.getConversionFromBase(); |
| return concatenate(step1, step2); |
| } |
| |
| /** |
| * Creates an operation from a derived CRS to an arbitrary single coordinate reference system. |
| * Conversions from {@code ProjectedCRS} to {@code GeographicCRS} are also handled by this method, |
| * since projected CRS are a special kind of {@code GeneralDerivedCRS}. |
| * |
| * <p>The default implementation constructs the following operation chain:</p> |
| * <blockquote><code>sourceCRS → {@linkplain GeneralDerivedCRS#getBaseCRS() baseCRS} → targetCRS</code></blockquote> |
| * |
| * where the conversion from {@code sourceCRS} to {@code baseCRS} is obtained from the inverse of |
| * <code>sourceCRS.{@linkplain GeneralDerivedCRS#getConversionFromBase() getConversionFromBase()}</code>. |
| * |
| * @param sourceCRS input coordinate reference system. |
| * @param targetCRS output coordinate reference system. |
| * @return a coordinate operation from {@code sourceCRS} to {@code targetCRS}. |
| * @throws FactoryException if the operation can not be constructed. |
| */ |
| protected CoordinateOperation createOperationStep(final GeneralDerivedCRS sourceCRS, |
| final SingleCRS targetCRS) |
| throws FactoryException |
| { |
| // Create first the operation that is more at risk to fail. |
| final CoordinateOperation step2 = createOperation(sourceCRS.getBaseCRS(), targetCRS); |
| final CoordinateOperation step1; |
| try { |
| step1 = inverse(sourceCRS.getConversionFromBase()); |
| } catch (OperationNotFoundException exception) { |
| throw exception; |
| } catch (FactoryException | NoninvertibleTransformException exception) { |
| throw new OperationNotFoundException(canNotInvert(sourceCRS), exception); |
| } |
| return concatenate(step1, step2); |
| } |
| |
| /** |
| * Creates an operation between two derived coordinate reference systems. |
| * The default implementation performs three steps: |
| * |
| * <ol> |
| * <li>Convert from {@code sourceCRS} to its base CRS.</li> |
| * <li>Convert the source base CRS to target base CRS.</li> |
| * <li>Convert from the target base CRS to the {@code targetCRS}.</li> |
| * </ol> |
| * |
| * @param sourceCRS input coordinate reference system. |
| * @param targetCRS output coordinate reference system. |
| * @return a coordinate operation from {@code sourceCRS} to {@code targetCRS}. |
| * @throws FactoryException if the operation can not be constructed. |
| */ |
| protected CoordinateOperation createOperationStep(final GeneralDerivedCRS sourceCRS, |
| final GeneralDerivedCRS targetCRS) |
| throws FactoryException |
| { |
| // Create first the operations that are more at risk to fail. |
| final CoordinateOperation step2 = createOperation(sourceCRS.getBaseCRS(), targetCRS.getBaseCRS()); |
| final CoordinateOperation step3 = targetCRS.getConversionFromBase(); |
| final CoordinateOperation step1; |
| try { |
| step1 = inverse(sourceCRS.getConversionFromBase()); |
| } catch (OperationNotFoundException exception) { |
| throw exception; |
| } catch (FactoryException | NoninvertibleTransformException exception) { |
| throw new OperationNotFoundException(canNotInvert(sourceCRS), exception); |
| } |
| return concatenate(step1, step2, step3); |
| } |
| |
| /** |
| * Creates an operation between two geodetic (geographic or geocentric) coordinate reference systems. |
| * The default implementation can: |
| * |
| * <ul> |
| * <li>adjust axis order and orientation, for example converting from (<cite>North</cite>, <cite>West</cite>) |
| * axes to (<cite>East</cite>, <cite>North</cite>) axes,</li> |
| * <li>apply units conversion if needed,</li> |
| * <li>perform longitude rotation if needed,</li> |
| * <li>perform datum shift if {@linkplain BursaWolfParameters Bursa-Wolf parameters} are available |
| * for the area of interest.</li> |
| * </ul> |
| * |
| * @param sourceCRS input coordinate reference system. |
| * @param targetCRS output coordinate reference system. |
| * @return a coordinate operation from {@code sourceCRS} to {@code targetCRS}. |
| * @throws FactoryException if the operation can not be constructed. |
| */ |
| @SuppressWarnings("null") |
| protected CoordinateOperation createOperationStep(final GeodeticCRS sourceCRS, |
| final GeodeticCRS targetCRS) |
| throws FactoryException |
| { |
| final GeodeticDatum sourceDatum = sourceCRS.getDatum(); |
| final GeodeticDatum targetDatum = targetCRS.getDatum(); |
| Matrix datumShift = null; |
| /* |
| * If the prime meridian is not the same, we will concatenate a longitude rotation before or after datum shift |
| * (that concatenation will be performed by the customized DefaultMathTransformFactory.Context created below). |
| * Actually we do not know if the longitude rotation should be before or after datum shift. But this ambiguity |
| * can usually be ignored because Bursa-Wolf parameters are always used with source and target prime meridians |
| * set to Greenwich in EPSG dataset 8.9. For safety, the SIS's DefaultGeodeticDatum class ensures that if the |
| * prime meridian are not the same, then the target meridian must be Greenwich. |
| */ |
| final DefaultMathTransformFactory.Context context = ReferencingUtilities.createTransformContext( |
| sourceCRS, targetCRS, new MathTransformContext(sourceDatum, targetDatum)); |
| /* |
| * If both CRS use the same datum and the same prime meridian, then the coordinate operation is only axis |
| * swapping, unit conversion or change of coordinate system type (Ellipsoidal ↔ Cartesian ↔ Spherical). |
| * Otherwise (if the datum are not the same), we will need to perform a scale, translation and rotation |
| * in Cartesian space using the Bursa-Wolf parameters. If the user does not require the best accuracy, |
| * then the Molodensky approximation may be used for avoiding the conversion step to geocentric CRS. |
| */ |
| Identifier identifier; |
| boolean isGeographicToGeocentric = false; |
| final CoordinateSystem sourceCS = context.getSourceCS(); |
| final CoordinateSystem targetCS = context.getTargetCS(); |
| if (equalsIgnoreMetadata(sourceDatum, targetDatum)) { |
| final boolean isGeocentricToGeographic; |
| isGeographicToGeocentric = (sourceCS instanceof EllipsoidalCS && targetCS instanceof CartesianCS); |
| isGeocentricToGeographic = (sourceCS instanceof CartesianCS && targetCS instanceof EllipsoidalCS); |
| /* |
| * Above booleans should never be true in same time. If it nevertheless happen (we are paranoiac; |
| * maybe a lazy user implemented all interfaces in a single class), do not apply any geographic ↔ |
| * geocentric conversion. Instead do as if the coordinate system types were the same. |
| */ |
| if (isGeocentricToGeographic ^ isGeographicToGeocentric) { |
| identifier = GEOCENTRIC_CONVERSION; |
| } else { |
| identifier = AXIS_CHANGES; |
| } |
| } else { |
| identifier = ELLIPSOID_CHANGE; |
| if (sourceDatum instanceof DefaultGeodeticDatum) { |
| datumShift = ((DefaultGeodeticDatum) sourceDatum).getPositionVectorTransformation(targetDatum, areaOfInterest); |
| if (datumShift != null) { |
| identifier = DATUM_SHIFT; |
| } |
| } |
| } |
| /* |
| * Conceptually, all transformations below could done by first converting from the source coordinate |
| * system to geocentric Cartesian coordinates (X,Y,Z), apply an affine transform represented by the |
| * datum shift matrix, then convert from the (X′,Y′,Z′) coordinates to the target coordinate system. |
| * However there is two exceptions to this path: |
| * |
| * 1) In the particular where both the source and target CS are ellipsoidal, we may use the |
| * Molodensky approximation as a shortcut (if the desired accuracy allows). |
| * |
| * 2) Even if we really go through the XYZ coordinates without Molodensky approximation, there is |
| * at least 9 different ways to name this operation depending on whether the source and target |
| * CRS are geocentric or geographic, 2- or 3-dimensional, whether there is a translation or not, |
| * the rotation sign, etc. We try to use the most specific name if we can find one, and fallback |
| * on an arbitrary name only in last resort. |
| */ |
| final DefaultMathTransformFactory mtFactory = factorySIS.getDefaultMathTransformFactory(); |
| MathTransform before = null, after = null; |
| ParameterValueGroup parameters; |
| if (datumShift != null) { |
| /* |
| * If the transform can be represented by a single coordinate operation, returns that operation. |
| * Possible operations are: |
| * |
| * - Geocentric translation (in geocentric, geographic-2D or geographic-3D domains) |
| * - Position Vector transformation (in geocentric, geographic-2D or geographic-3D domains) |
| * |
| * Otherwise, maybe we failed to create the operation because the coordinate system type were not the same. |
| * Convert unconditionally to XYZ geocentric coordinates and apply the datum shift in that coordinate space. |
| */ |
| parameters = GeocentricAffine.createParameters(sourceCS, targetCS, datumShift, desiredAccuracy >= MOLODENSKY_ACCURACY); |
| if (parameters == null) { |
| parameters = TensorParameters.WKT1.createValueGroup(properties(Constants.AFFINE), datumShift); |
| final CoordinateSystem normalized = CommonCRS.WGS84.geocentric().getCoordinateSystem(); |
| before = mtFactory.createCoordinateSystemChange(sourceCS, normalized); |
| after = mtFactory.createCoordinateSystemChange(normalized, targetCS); |
| context.setSource(normalized); |
| context.setTarget(normalized); |
| } |
| } else if (identifier == GEOCENTRIC_CONVERSION) { |
| parameters = (isGeographicToGeocentric ? GeographicToGeocentric.PARAMETERS |
| : GeocentricToGeographic.PARAMETERS).createValue(); |
| } else { |
| final int sourceDim = sourceCS.getDimension(); |
| final int targetDim = targetCS.getDimension(); |
| if ((sourceDim & ~1) == 2 && (sourceDim ^ targetDim) == 1 // sourceDim == 2 or 3 and difference with targetDim is 1. |
| && (sourceCS instanceof EllipsoidalCS) |
| && (targetCS instanceof EllipsoidalCS)) |
| { |
| parameters = (sourceDim == 2 ? Geographic2Dto3D.PARAMETERS |
| : Geographic3Dto2D.PARAMETERS).createValue(); |
| } else { |
| parameters = TensorParameters.WKT1.createValueGroup(properties(Constants.AFFINE)); // Initialized to identity. |
| parameters.parameter(Constants.NUM_COL).setValue(targetDim + 1); |
| parameters.parameter(Constants.NUM_ROW).setValue(targetDim + 1); |
| before = mtFactory.createCoordinateSystemChange(sourceCS, targetCS); |
| context.setSource(targetCS); |
| } |
| } |
| /* |
| * Transform between differents datums using Bursa Wolf parameters. The Bursa Wolf parameters are used |
| * with "standard" geocentric CS, i.e. with X axis towards the prime meridian, Y axis towards East and |
| * Z axis toward North, unless the Molodensky approximation is used. The following steps are applied: |
| * |
| * source CRS → |
| * normalized CRS with source datum → |
| * normalized CRS with target datum → |
| * target CRS |
| * |
| * Those steps may be either explicit with the 'before' and 'after' transform, or implicit with the |
| * Context parameter. |
| */ |
| MathTransform transform = mtFactory.createParameterizedTransform(parameters, context); |
| final OperationMethod method = mtFactory.getLastMethodUsed(); |
| if (before != null) { |
| transform = mtFactory.createConcatenatedTransform(before, transform); |
| if (after != null) { |
| transform = mtFactory.createConcatenatedTransform(transform, after); |
| } |
| } |
| return createFromMathTransform(properties(identifier), sourceCRS, targetCRS, transform, method, parameters, null); |
| } |
| |
| /** |
| * Creates an operation between a geodetic and a vertical coordinate reference systems. |
| * The height returned by this method will usually be part of a |
| * {@linkplain DefaultPassThroughOperation pass-through operation}. |
| * |
| * @param sourceCRS input coordinate reference system. |
| * @param targetCRS output coordinate reference system. |
| * @return a coordinate operation from {@code sourceCRS} to {@code targetCRS}. |
| * @throws FactoryException if the operation can not be constructed. |
| */ |
| protected CoordinateOperation createOperationStep(final GeodeticCRS sourceCRS, |
| final VerticalCRS targetCRS) |
| throws FactoryException |
| { |
| /* |
| * We will perform the conversion or transformation as a 3 steps process: |
| * |
| * source CRS → |
| * interpolation CRS → |
| * ellipsoidal height → |
| * target height |
| */ |
| CoordinateOperation step1 = null; |
| CoordinateOperation step2; |
| CoordinateOperation step3 = null; |
| /* |
| * Convert the source CRS to the CRS needed for transforming the heights. |
| * For now this step is fixed to a three-dimensional geographic CRS, but |
| * a future version should use a plugin-mechanism, with the code below |
| * as the last fallback. |
| */ |
| CoordinateReferenceSystem interpolationCRS = sourceCRS; |
| CoordinateSystem interpolationCS = interpolationCRS.getCoordinateSystem(); |
| if (!(interpolationCS instanceof EllipsoidalCS)) { |
| final EllipsoidalCS cs = CommonCRS.WGS84.geographic3D().getCoordinateSystem(); |
| if (!equalsIgnoreMetadata(interpolationCS, cs)) { |
| final GeographicCRS stepCRS = factorySIS.getCRSFactory() |
| .createGeographicCRS(derivedFrom(sourceCRS), sourceCRS.getDatum(), cs); |
| step1 = createOperation(sourceCRS, toAuthorityDefinition(GeographicCRS.class, stepCRS)); |
| interpolationCRS = step1.getTargetCRS(); |
| interpolationCS = interpolationCRS.getCoordinateSystem(); |
| } |
| } |
| /* |
| * Transform from ellipsoidal height to the height requested by the caller. |
| * This operation requires the horizontal components (φ,λ) of source CRS, |
| * unless the user asked for ellipsooidal height (which strictly speaking |
| * is not allowed by ISO 19111). Those horizontal components are given by |
| * the interpolation CRS. |
| * |
| * TODO: store the interpolationCRS in some field for allowing other methods to use it. |
| */ |
| final int i = AxisDirections.indexOfColinear(interpolationCS, AxisDirection.UP); |
| if (i < 0) { |
| throw new OperationNotFoundException(notFoundMessage(sourceCRS, targetCRS)); |
| } |
| final CoordinateSystemAxis expectedAxis = interpolationCS.getAxis(i); |
| final boolean isEllipsoidalHeight; // Whether heightCRS is okay or need to be recreated. |
| VerticalCRS heightCRS = targetCRS; // First candidate, will be replaced if it doesn't fit. |
| VerticalCS heightCS = heightCRS.getCoordinateSystem(); |
| if (equalsIgnoreMetadata(heightCS.getAxis(0), expectedAxis)) { |
| isEllipsoidalHeight = VerticalDatumTypes.ELLIPSOIDAL.equals(heightCRS.getDatum().getVerticalDatumType()); |
| } else { |
| heightCRS = CommonCRS.Vertical.ELLIPSOIDAL.crs(); |
| heightCS = heightCRS.getCoordinateSystem(); |
| isEllipsoidalHeight = equalsIgnoreMetadata(heightCS.getAxis(0), expectedAxis); |
| if (!isEllipsoidalHeight) { |
| heightCS = toAuthorityDefinition(VerticalCS.class, factorySIS.getCSFactory() |
| .createVerticalCS(derivedFrom(heightCS), expectedAxis)); |
| } |
| } |
| if (!isEllipsoidalHeight) { // 'false' if we need to change datum, unit or axis direction. |
| heightCRS = toAuthorityDefinition(VerticalCRS.class, factorySIS.getCRSFactory() |
| .createVerticalCRS(derivedFrom(heightCRS), CommonCRS.Vertical.ELLIPSOIDAL.datum(), heightCS)); |
| } |
| if (heightCRS != targetCRS) { |
| step3 = createOperation(heightCRS, targetCRS); // May need interpolationCRS for performing datum change. |
| heightCRS = (VerticalCRS) step3.getSourceCRS(); |
| heightCS = heightCRS.getCoordinateSystem(); |
| } |
| /* |
| * Conversion from three-dimensional geographic CRS to ellipsoidal height. |
| * This part does nothing more than dropping the horizontal components, |
| * like the "Geographic3D to 2D conversion" (EPSG:9659). |
| * It is not the job of this block to perform unit conversions. |
| * Unit conversions, if needed, are done by 'step3' computed in above block. |
| * |
| * The "Geographic3DtoVertical.txt" file in the provider package is a reminder. |
| * If this policy is changed, that file should be edited accordingly. |
| */ |
| final int srcDim = interpolationCS.getDimension(); // Should always be 3. |
| final int tgtDim = heightCS.getDimension(); // Should always be 1. |
| final Matrix matrix = Matrices.createZero(tgtDim + 1, srcDim + 1); |
| matrix.setElement(0, i, 1); // Scale factor for height. |
| matrix.setElement(tgtDim, srcDim, 1); // Always 1 for affine transform. |
| step2 = createFromAffineTransform(AXIS_CHANGES, interpolationCRS, heightCRS, matrix); |
| return concatenate(step1, step2, step3); |
| } |
| |
| /** |
| * Creates an operation between two vertical coordinate reference systems. |
| * The default implementation checks if both CRS use the same datum, then |
| * adjusts for axis direction and units. |
| * |
| * @param sourceCRS input coordinate reference system. |
| * @param targetCRS output coordinate reference system. |
| * @return a coordinate operation from {@code sourceCRS} to {@code targetCRS}. |
| * @throws FactoryException if the operation can not be constructed. |
| * |
| * @todo Needs to implement vertical datum shift. |
| */ |
| protected CoordinateOperation createOperationStep(final VerticalCRS sourceCRS, |
| final VerticalCRS targetCRS) |
| throws FactoryException |
| { |
| final VerticalDatum sourceDatum = sourceCRS.getDatum(); |
| final VerticalDatum targetDatum = targetCRS.getDatum(); |
| if (!equalsIgnoreMetadata(sourceDatum, targetDatum)) { |
| throw new OperationNotFoundException(notFoundMessage(sourceDatum, targetDatum)); |
| } |
| final VerticalCS sourceCS = sourceCRS.getCoordinateSystem(); |
| final VerticalCS targetCS = targetCRS.getCoordinateSystem(); |
| final Matrix matrix; |
| try { |
| matrix = CoordinateSystems.swapAndScaleAxes(sourceCS, targetCS); |
| } catch (IllegalArgumentException | ConversionException exception) { |
| throw new OperationNotFoundException(notFoundMessage(sourceCRS, targetCRS), exception); |
| } |
| return createFromAffineTransform(AXIS_CHANGES, sourceCRS, targetCRS, matrix); |
| } |
| |
| /** |
| * Creates an operation between two temporal coordinate reference systems. |
| * The default implementation checks if both CRS use the same datum, then |
| * adjusts for axis direction, units and epoch. |
| * |
| * @param sourceCRS input coordinate reference system. |
| * @param targetCRS output coordinate reference system. |
| * @return a coordinate operation from {@code sourceCRS} to {@code targetCRS}. |
| * @throws FactoryException if the operation can not be constructed. |
| */ |
| protected CoordinateOperation createOperationStep(final TemporalCRS sourceCRS, |
| final TemporalCRS targetCRS) |
| throws FactoryException |
| { |
| final TemporalDatum sourceDatum = sourceCRS.getDatum(); |
| final TemporalDatum targetDatum = targetCRS.getDatum(); |
| final TimeCS sourceCS = sourceCRS.getCoordinateSystem(); |
| final TimeCS targetCS = targetCRS.getCoordinateSystem(); |
| /* |
| * Compute the epoch shift. The epoch is the time "0" in a particular coordinate reference system. |
| * For example, the epoch for java.util.Date object is january 1, 1970 at 00:00 UTC. We compute how |
| * much to add to a time in 'sourceCRS' in order to get a time in 'targetCRS'. This "epoch shift" is |
| * in units of 'targetCRS'. |
| */ |
| final Unit<Duration> targetUnit = targetCS.getAxis(0).getUnit().asType(Duration.class); |
| double epochShift = sourceDatum.getOrigin().getTime() - |
| targetDatum.getOrigin().getTime(); |
| epochShift = Units.MILLISECOND.getConverterTo(targetUnit).convert(epochShift); |
| /* |
| * Check axis directions. The method 'swapAndScaleAxes' should returns a matrix of size 2×2. |
| * The element at index (0,0) may be +1 if source and target axes are in the same direction, |
| * or -1 if there are in opposite direction ("PAST" vs "FUTURE"). The value may be something |
| * else than ±1 if a unit conversion is applied too. For example the value is 60 if time in |
| * sourceCRS is in hours while time in targetCRS is in minutes. |
| * |
| * The "epoch shift" previously computed is a translation. Consequently, it is added to element (0,1). |
| */ |
| final Matrix matrix; |
| try { |
| matrix = CoordinateSystems.swapAndScaleAxes(sourceCS, targetCS); |
| } catch (IllegalArgumentException | ConversionException exception) { |
| throw new OperationNotFoundException(notFoundMessage(sourceCRS, targetCRS), exception); |
| } |
| final int translationColumn = matrix.getNumCol() - 1; // Paranoiac check: should always be 1. |
| final double translation = matrix.getElement(0, translationColumn); |
| matrix.setElement(0, translationColumn, translation + epochShift); |
| return createFromAffineTransform(AXIS_CHANGES, sourceCRS, targetCRS, matrix); |
| } |
| |
| /** |
| * Creates an operation between at least one {@code CompoundCRS} (usually the source) and an arbitrary CRS. |
| * The default implementation tries to invoke the {@link #createOperation createOperation(…)} method with |
| * various combinations of source and target components. A preference is given for components of the same |
| * type (e.g. source {@link GeodeticCRS} with target {@code GeodeticCRS}, <i>etc.</i>). |
| * |
| * @param sourceCRS input coordinate reference system. |
| * @param sourceComponents components of the source CRS. |
| * @param targetCRS output coordinate reference system. |
| * @param targetComponents components of the target CRS. |
| * @return a coordinate operation from {@code sourceCRS} to {@code targetCRS}. |
| * @throws FactoryException if the operation can not be constructed. |
| */ |
| protected CoordinateOperation createOperationStep( |
| final CoordinateReferenceSystem sourceCRS, final List<? extends SingleCRS> sourceComponents, |
| final CoordinateReferenceSystem targetCRS, final List<? extends SingleCRS> targetComponents) |
| throws FactoryException |
| { |
| final SubOperationInfo[] infos = new SubOperationInfo[targetComponents.size()]; |
| final boolean[] sourceIsUsed = new boolean[sourceComponents.size()]; |
| final CoordinateReferenceSystem[] stepComponents = new CoordinateReferenceSystem[infos.length]; |
| /* |
| * Operations found are stored in 'infos', but are not yet wrapped in PassThroughOperations. |
| * We need to know first if some ordinate values need reordering for matching the target CRS |
| * order. We also need to know if any source ordinates should be dropped. |
| */ |
| for (int i=0; i<infos.length; i++) { |
| if ((infos[i] = SubOperationInfo.create(this, sourceIsUsed, sourceComponents, targetComponents.get(i))) == null) { |
| throw new OperationNotFoundException(notFoundMessage(sourceCRS, targetCRS)); |
| } |
| stepComponents[i] = infos[i].operation.getSourceCRS(); |
| } |
| /* |
| * At this point, a coordinate operation has been found for all components of the target CRS. |
| * However the CoordinateOperation.getSourceCRS() values are not necessarily in the same order |
| * than the components of the source CRS given to this method, and some dimensions may be dropped. |
| * The matrix computed by sourceToSelected(…) gives us the rearrangement needed for the coordinate |
| * operations that we just found. |
| */ |
| int remainingSourceDimensions = 0; |
| for (final SubOperationInfo component : infos) { |
| remainingSourceDimensions += component.endAtDimension - component.startAtDimension; |
| } |
| final Matrix select = SubOperationInfo.sourceToSelected( |
| sourceCRS.getCoordinateSystem().getDimension(), remainingSourceDimensions, infos); |
| /* |
| * First, we need a CRS matching the above-cited rearrangement. That CRS will be named 'stepSourceCRS' |
| * and its components will be named 'stepComponents'. Then we will execute a loop in which each component |
| * is progressively (one by one) updated from a source component to a target component. A new step CRS is |
| * recreated each time, since it will be needed for each PassThroughOperation. |
| */ |
| CoordinateReferenceSystem stepSourceCRS; |
| CoordinateOperation operation; |
| if (select.isIdentity()) { |
| stepSourceCRS = sourceCRS; // No rearrangement - we can use source CRS as-is. |
| operation = null; |
| } else { |
| if (stepComponents.length == 1) { |
| stepSourceCRS = stepComponents[0]; // Slight optimization of the next block (in the 'else' case). |
| } else { |
| stepSourceCRS = toAuthorityDefinition(CoordinateReferenceSystem.class, |
| factorySIS.getCRSFactory().createCompoundCRS(derivedFrom(sourceCRS), stepComponents)); |
| } |
| operation = createFromAffineTransform(AXIS_CHANGES, sourceCRS, stepSourceCRS, select); |
| } |
| /* |
| * For each sub-operation, create a PassThroughOperation for the (stepSourceCRS → stepTargetCRS) operation. |
| * Each source CRS inside this loop will be for dimensions at indices [startAtDimension … endAtDimension-1]. |
| * Note that those indices are not necessarily the same than the indices in the fields of the same name in |
| * SubOperationInfo, because those indices are not relative to the same CompoundCRS. |
| */ |
| int endAtDimension = 0; |
| final int startOfIdentity = SubOperationInfo.startOfIdentity(infos); |
| for (int i=0; i<stepComponents.length; i++) { |
| final CoordinateReferenceSystem source = stepComponents[i]; |
| final CoordinateReferenceSystem target = targetComponents.get(i); |
| CoordinateOperation subOperation = infos[i].operation; |
| final MathTransform subTransform = subOperation.getMathTransform(); |
| /* |
| * In order to compute 'stepTargetCRS', replace in-place a single element in 'stepComponents'. |
| * For each step except the last one, 'stepTargetCRS' is a mix of target and source CRS. Only |
| * after the loop finished, 'stepTargetCRS' will become the complete targetCRS definition. |
| */ |
| final CoordinateReferenceSystem stepTargetCRS; |
| stepComponents[i] = target; |
| if (i >= startOfIdentity) { |
| stepTargetCRS = targetCRS; // If all remaining transforms are identity, we reached the final CRS. |
| } else if (subTransform.isIdentity()) { |
| stepTargetCRS = stepSourceCRS; // In any identity transform, the source and target CRS are equal. |
| } else if (stepComponents.length == 1) { |
| stepTargetCRS = target; // Slight optimization of the next block. |
| } else { |
| stepTargetCRS = toAuthorityDefinition(CoordinateReferenceSystem.class, ReferencingServices.getInstance() |
| .createCompoundCRS(factorySIS.getCRSFactory(), factorySIS.getCSFactory(), derivedFrom(target), stepComponents)); |
| } |
| int delta = source.getCoordinateSystem().getDimension(); |
| final int startAtDimension = endAtDimension; |
| endAtDimension += delta; |
| /* |
| * Constructs the pass through transform only if there is at least one ordinate to pass. |
| * Actually the code below would work inconditionally, but we perform this check anyway |
| * for avoiding the creation of intermediate objects. |
| */ |
| if (!(startAtDimension == 0 && endAtDimension == remainingSourceDimensions)) { |
| final Map<String,?> properties = IdentifiedObjects.getProperties(subOperation); |
| /* |
| * The DefaultPassThroughOperation constuctor expect a SingleOperation. |
| * In most case, the 'subOperation' is already of this kind. However if |
| * it is not, try to copy it in such object. |
| */ |
| final SingleOperation op; |
| if (subOperation instanceof SingleOperation) { |
| op = (SingleOperation) subOperation; |
| } else { |
| op = factorySIS.createSingleOperation(properties, |
| subOperation.getSourceCRS(), subOperation.getTargetCRS(), null, |
| new DefaultOperationMethod(subTransform), subTransform); |
| } |
| subOperation = new DefaultPassThroughOperation(properties, stepSourceCRS, stepTargetCRS, |
| op, startAtDimension, remainingSourceDimensions - endAtDimension); |
| } |
| /* |
| * Concatenate the operation with the ones we have found so far, and use the current 'stepTargetCRS' |
| * as the source CRS for the next operation step. We also need to adjust the dimension indices, |
| * since the previous operations may have removed some dimensions. Note that the delta may also |
| * be negative in a few occasions. |
| */ |
| operation = concatenate(operation, subOperation); |
| stepSourceCRS = stepTargetCRS; |
| delta -= target.getCoordinateSystem().getDimension(); |
| endAtDimension -= delta; |
| remainingSourceDimensions -= delta; |
| } |
| return operation; |
| } |
| |
| |
| |
| |
| |
| ///////////////////////////////////////////////////////////////////////////////// |
| ///////////////////////////////////////////////////////////////////////////////// |
| //////////// //////////// |
| //////////// M I S C E L L A N E O U S //////////// |
| //////////// //////////// |
| ///////////////////////////////////////////////////////////////////////////////// |
| ///////////////////////////////////////////////////////////////////////////////// |
| |
| /** |
| * Creates a coordinate operation from a matrix, which usually describes an affine transform. |
| * A default {@link OperationMethod} object is given to this transform. In the special case |
| * where the {@code name} identifier is {@link #DATUM_SHIFT} or {@link #ELLIPSOID_CHANGE}, |
| * the operation will be a {@link Transformation} instance instead of {@link Conversion}. |
| * |
| * @param name The identifier for the operation to be created. |
| * @param sourceCRS The source coordinate reference system. |
| * @param targetCRS The target coordinate reference system. |
| * @param matrix The matrix which describe an affine transform operation. |
| * @return The conversion or transformation. |
| * @throws FactoryException if the operation can not be created. |
| */ |
| private CoordinateOperation createFromAffineTransform(final Identifier name, |
| final CoordinateReferenceSystem sourceCRS, |
| final CoordinateReferenceSystem targetCRS, |
| final Matrix matrix) |
| throws FactoryException |
| { |
| final MathTransform transform = factorySIS.getMathTransformFactory().createAffineTransform(matrix); |
| return createFromMathTransform(properties(name), sourceCRS, targetCRS, transform, null, null, null); |
| } |
| |
| /** |
| * Concatenates two operation steps. |
| * The new concatenated operation gets an automatically generated name. |
| * |
| * <div class="section">Special case</div> |
| * If one of the given operation steps performs a change of axis order or units, |
| * then that change will be merged with the other operation instead of creating an {@link ConcatenatedOperation}. |
| * |
| * @param step1 The first step, or {@code null} for the identity operation. |
| * @param step2 The second step, or {@code null} for the identity operation. |
| * @return A concatenated operation, or {@code null} if all arguments were null. |
| * @throws FactoryException if the operation can't be constructed. |
| */ |
| private CoordinateOperation concatenate(final CoordinateOperation step1, |
| final CoordinateOperation step2) |
| throws FactoryException |
| { |
| if (isIdentity(step1)) return step2; |
| if (isIdentity(step2)) return step1; |
| final MathTransform mt1 = step1.getMathTransform(); |
| final MathTransform mt2 = step2.getMathTransform(); |
| final CoordinateReferenceSystem sourceCRS = step1.getSourceCRS(); |
| final CoordinateReferenceSystem targetCRS = step2.getTargetCRS(); |
| /* |
| * If one of the transform performs nothing more than a change of axis order or units, do |
| * not expose that conversion in a ConcatenatedTransform. Instead, merge that conversion |
| * with the "main" operation. The intend is to simplify the operation chain by hidding |
| * trivial operations. |
| */ |
| CoordinateOperation main = null; |
| final boolean isAxisChange1 = (step1.getName() == AXIS_CHANGES); |
| final boolean isAxisChange2 = (step2.getName() == AXIS_CHANGES); |
| if (isAxisChange1 && isAxisChange2 && isAffine(step1) && isAffine(step2)) { |
| main = step2; // Arbitrarily take the last step. |
| } else { |
| if (isAxisChange1 && mt1.getSourceDimensions() == mt1.getTargetDimensions()) main = step2; |
| if (isAxisChange2 && mt2.getSourceDimensions() == mt2.getTargetDimensions()) main = step1; |
| } |
| if (main instanceof SingleOperation) { |
| final SingleOperation op = (SingleOperation) main; |
| final MathTransform mt = factorySIS.getMathTransformFactory().createConcatenatedTransform(mt1, mt2); |
| main = createFromMathTransform(new HashMap<>(IdentifiedObjects.getProperties(main)), |
| sourceCRS, targetCRS, mt, op.getMethod(), op.getParameterValues(), |
| (main instanceof Transformation) ? Transformation.class : |
| (main instanceof Conversion) ? Conversion.class : SingleOperation.class); |
| } else { |
| main = factory.createConcatenatedOperation(defaultName(sourceCRS, targetCRS), step1, step2); |
| } |
| /* |
| * Sometime we get a concatenated operation made of an operation followed by its inverse. |
| * We can identify thoses case when the associated MathTransform is the identity transform. |
| * In such case, simplify by replacing the ConcatenatedTransform by a SingleTransform. |
| */ |
| if (main instanceof ConcatenatedOperation && main.getMathTransform().isIdentity()) { |
| Class<? extends CoordinateOperation> type = null; |
| for (final CoordinateOperation component : ((ConcatenatedOperation) main).getOperations()) { |
| if (component instanceof Transformation) { |
| type = Transformation.class; |
| break; |
| } |
| } |
| main = createFromMathTransform(new HashMap<>(IdentifiedObjects.getProperties(main)), |
| main.getSourceCRS(), main.getTargetCRS(), main.getMathTransform(), null, null, type); |
| } |
| return main; |
| } |
| |
| /** |
| * Concatenates three transformation steps. If the first and/or the last operation is an {@link #AXIS_CHANGES}, |
| * then it will be included as part of the second operation instead of creating a {@link ConcatenatedOperation}. |
| * If a concatenated operation is created, it will get an automatically generated name. |
| * |
| * @param step1 The first step, or {@code null} for the identity operation. |
| * @param step2 The second step, or {@code null} for the identity operation. |
| * @param step3 The third step, or {@code null} for the identity operation. |
| * @return A concatenated operation, or {@code null} if all arguments were null. |
| * @throws FactoryException if the operation can not be constructed. |
| */ |
| private CoordinateOperation concatenate(final CoordinateOperation step1, |
| final CoordinateOperation step2, |
| final CoordinateOperation step3) |
| throws FactoryException |
| { |
| if (isIdentity(step1)) return concatenate(step2, step3); |
| if (isIdentity(step2)) return concatenate(step1, step3); |
| if (isIdentity(step3)) return concatenate(step1, step2); |
| if (step1.getName() == AXIS_CHANGES) return concatenate(concatenate(step1, step2), step3); |
| if (step3.getName() == AXIS_CHANGES) return concatenate(step1, concatenate(step2, step3)); |
| final Map<String,?> properties = defaultName(step1.getSourceCRS(), step3.getTargetCRS()); |
| return factory.createConcatenatedOperation(properties, step1, step2, step3); |
| } |
| |
| /** |
| * Returns {@code true} if the given operation is non-null and use the affine operation method. |
| */ |
| private static boolean isAffine(final CoordinateOperation operation) { |
| if (operation instanceof SingleOperation) { |
| if (IdentifiedObjects.isHeuristicMatchForName(((SingleOperation) operation).getMethod(), Constants.AFFINE)) { |
| return true; |
| } |
| } |
| return false; |
| } |
| |
| /** |
| * Returns {@code true} if the specified operation is an identity conversion. |
| * This method always returns {@code false} for transformations even if their |
| * associated math transform is an identity one, because such transformations |
| * are usually datum shift and must be visible. |
| */ |
| private static boolean isIdentity(final CoordinateOperation operation) { |
| return (operation == null) || ((operation instanceof Conversion) && operation.getMathTransform().isIdentity()); |
| } |
| |
| /** |
| * Returns the given name in a singleton map. |
| */ |
| private static Map<String,?> properties(final String name) { |
| return Collections.singletonMap(IdentifiedObject.NAME_KEY, name); |
| } |
| |
| /** |
| * Returns a name for an object derived from the specified one. |
| * This method builds a name of the form "{@literal <original identifier>} (step 1)" |
| * where "(step 1)" may be replaced by "(step 2)", "(step 3)", <i>etc.</i> if this |
| * method has already been invoked for the same identifier (directly or indirectly). |
| */ |
| private Map<String,?> derivedFrom(final IdentifiedObject object) { |
| Identifier oldID = object.getName(); |
| Object p = identifierOfStepCRS.get(oldID); |
| if (p instanceof Identifier) { |
| oldID = (Identifier) p; |
| p = identifierOfStepCRS.get(oldID); |
| } |
| final int count = (p != null) ? (Integer) p + 1 : 1; |
| final Identifier newID = new NamedIdentifier(Citations.SIS, oldID.getCode() + " (step " + count + ')'); |
| identifierOfStepCRS.put(newID, oldID); |
| identifierOfStepCRS.put(oldID, count); |
| |
| final Map<String,Object> properties = new HashMap<>(4); |
| properties.put(IdentifiedObject.NAME_KEY, newID); |
| properties.put(IdentifiedObject.REMARKS_KEY, Vocabulary.formatInternational( |
| Vocabulary.Keys.DerivedFrom_1, CRSPair.label(object))); |
| return properties; |
| } |
| |
| /** |
| * Returns a name for a transformation between two CRS. |
| */ |
| private static Map<String,?> defaultName(CoordinateReferenceSystem source, CoordinateReferenceSystem target) { |
| return properties(new CRSPair(source, target).toString()); |
| } |
| |
| /** |
| * Returns an error message for "No path found from sourceCRS to targetCRS". |
| * This is used for the construction of {@link OperationNotFoundException}. |
| * |
| * @param source the source CRS. |
| * @param target the target CRS. |
| * @return A default error message. |
| */ |
| private static String notFoundMessage(final IdentifiedObject source, final IdentifiedObject target) { |
| return Errors.format(Errors.Keys.CoordinateOperationNotFound_2, CRSPair.label(source), CRSPair.label(target)); |
| } |
| |
| /** |
| * Returns an error message for "Can not invert operation XYZ.". |
| * This is used for the construction of {@link OperationNotFoundException}. |
| * |
| * @param crs the CRS having a conversion that can not be inverted. |
| * @return A default error message. |
| */ |
| private static String canNotInvert(final GeneralDerivedCRS crs) { |
| return Errors.format(Errors.Keys.NonInvertibleOperation_1, crs.getConversionFromBase().getName().getCode()); |
| } |
| } |
