Überprüfen, ob zwei Feature-Classes mit ArcPy denselben Raumbezug haben?

Wie können Sie mit arcpy überprüfen, ob zwei Feature-Classes denselben Raumbezug haben?

Nur zu überprüfen, ob die beiden gleich sind, funktioniert nicht:

>>> import arcpy
>>> fc1 = r"C:\Users\e1b8\Desktop\E1B8\GIS_Stackexchange\data.gdb\test"
>>> sr1 = arcpy.Describe (fc1).spatialReference 
>>> sr2 = arcpy.Describe (fc1).spatialReference
>>> sr1 == sr2
False

factoryCode funktioniert nicht, weil benutzerdefinierte Projektionen sie nicht haben.

>>> fc2 = r"C:\Users\e1b8\Desktop\E1B8\GIS_Stackexchange\data.gdb\customproj"
>>> sr2 = arcpy.Describe (fc2).spatialReference
>>> sr2.factoryCode
0

Es gibt name, aber Namen können gleich sein, aber unterschiedliche Einheiten haben:

>>> sr1 = arcpy.Describe (fc1).spatialReference
>>> sr2 = arcpy.Describe (fc2).spatialReference
>>> sr1.name
u'NAD_1983_UTM_Zone_10N'
>>> sr2.name
u'NAD_1983_UTM_Zone_10N'
>>> sr1.linearUnitCode
9003
>>> sr2.linearUnitCode
9001

Es wird also etwas kompliziert. Das Beste, was ich mir ausgedacht habe, ist:

>>> def CompareSRs (inFc1, inFc2):
    sr1 = arcpy.Describe (inFc1).spatialReference
    sr2 = arcpy.Describe (inFc2).spatialReference
    if not sr1.name != sr2.name:
        return False
    srType = sr1.type
    if srType != sr2.type:
        return False
    if srType == "Geographic":
        return sr1.angularUnitCode == sr2.angularUnitCode
    return sr1.linearUnitCode == sr2.linearUnitCode

Und ich bin mir immer noch nicht sicher, ob der obige Code luftdicht ist. Gibt es einen besseren Weg?

Nach Kommentaren zu urteilen, haben Sie es vielleicht schon :)

Sie können die WKT-Beschreibungen (Well-Known Text) der Raumbezüge vergleichen.

sr1 = arcpy.Describe(dataset1).spatialReference
sr2 = arcpy.Describe(dataset2).spatialReference
sr1String = sr1.exportToString()
sr2String = sr2.exportToString()

matching = False

if sr1String == sr2String:
    # Exact string match
    matching = True
else:
    # difference
    pass

Bogenversion: 10.3

Falls dies 2019 noch jemand findet , hatte ich ähnliche Probleme und wollte so sicher wie möglich sein, ob die Projektionen übereinstimmen. Wie in den obigen Fragen / Antworten können Sie den Raumbezug mit abrufen arcpy.Describe(dataset).spatialReference. In einer meiner Funktionsbibliotheken integriere ich diese dann in einen Workflow, der für den Vergleich von zwei Datensätzen eingerichtet ist.

Die einzelnen Attribute eines Geoverarbeitungs räumlichen Referenzobjekt sind verfügbar hier .

Die folgenden Funktionen sollen helfen - Sie können sie natürlich verwenden / ändern. Es lohnt sich zu überprüfen, was weggelassen wird - einige Attribute der Raumbezugssysteme sind harmlos, wenn sie nicht übereinstimmen, aber das liegt bei Ihnen :)

import arcpy


def check_crs(dataset):
    """Return a coordinate reference system string

    Get coordinate reference system of dataset
    """
    crs = arcpy.Describe(dataset).spatialReference
    return(crs)

def assert_crs_attribs(dataset1, dataset2, strict=False): 
    """Returns Nothing

    Asserts equality of all attributes of the provided geoprocessing spatial reference objects.
    These are generated using arcpy.Describe(your_dataset).spatialReference.
    Attributes of spatial reference object: https://pro.arcgis.com/en/pro-app/arcpy/classes/spatialreference.htm

    dataset1 - a spatial dataset with projection info e.g. shp
    dataset2 - a spatial dataset with projection info e.g. shp
    strict - boolean - if True will compare every element (default: False)
    """
    crs1=check_crs(dataset1)
    crs2=check_crs(dataset2)

    try:
        # Consider these
        assert(crs1.name==crs2.name) # The name of the spatial reference.
        assert(crs1.PCSCode==crs2.PCSCode) # The projected coordinate system code.1 
        assert(crs1.PCSName==crs2.PCSName) # The projected coordinate system name.1 
        assert(crs1.azimuth==crs2.azimuth) # The azimuth of a projected coordinate system.1 
        assert(crs1.centralMeridian==crs2.centralMeridian) # The central meridian of a projected coordinate system.1    
        assert(crs1.centralMeridianInDegrees==crs2.centralMeridianInDegrees) # The central meridian (Lambda0) of a projected coordinate system in degrees.1 
        assert(crs1.centralParallel==crs2.centralParallel) # The central parallel of a projected coordinate system.1
        assert(crs1.falseEasting==crs2.falseEasting) # The false easting of a projected coordinate system.1 
        assert(crs1.falseNorthing==crs2.falseNorthing) # The false northing of a projected coordinate system.1  
        assert(crs1.MFalseOriginAndUnits==crs2.MFalseOriginAndUnits) # The measure false origin and units.
        assert(crs1.MResolution==crs2.MResolution) # The measure resolution.
        assert(crs1.MTolerance==crs2.MTolerance) # The measure tolerance.
        assert(crs1.XYTolerance==crs2.XYTolerance) # The xy tolerance.
        assert(crs1.ZDomain==crs2.ZDomain) # The extent of the z domain.
        assert(crs1.ZFalseOriginAndUnits==crs2.ZFalseOriginAndUnits) # The z false origin and units.
        assert(crs1.factoryCode==crs2.factoryCode) # The factory code or well-known ID (WKID) of the spatial reference.
        assert(crs1.isHighPrecision==crs2.isHighPrecision) # Indicates whether the spatial reference has high precision set.
        assert(crs1.latitudeOf1st==crs2.latitudeOf1st) # The latitude of the first point of a projected coordinate system.1
        assert(crs1.latitudeOf2nd==crs2.latitudeOf2nd) # The latitude of the second point of a projected coordinate system.1    
        assert(crs1.latitudeOfOrigin==crs2.latitudeOfOrigin) # The latitude of origin of a projected coordinate system.1    
        assert(crs1.linearUnitCode==crs2.linearUnitCode) # The linear unit code.    
        assert(crs1.linearUnitName==crs2.linearUnitName) # The linear unit name.1
        assert(crs1.longitude==crs2.longitude) # The longitude value of this prime meridian.1
        assert(crs1.longitudeOf1st==crs2.longitudeOf1st) #The longitude of the first point of a projected coordinate system.1
        assert(crs1.longitudeOf2nd==crs2.longitudeOf2nd) # The longitude of the second point of a projected coordinate system.1
        assert(crs1.longitudeOfOrigin==crs2.longitudeOfOrigin) # The longitude of origin of a projected coordinate system.1
        assert(crs1.metersPerUnit==crs2.metersPerUnit) # The meters per linear unit.1
        assert(crs1.projectionCode==crs2.projectionCode) # The projection code.1
        assert(crs1.projectionName==crs2.projectionName) # The projection name.1
        assert(crs1.scaleFactor==crs2.scaleFactor) # The scale factor of a projected coordinate system.1
        assert(crs1.standardParallel1==crs2.standardParallel1) # The first parallel of a projected coordinate system.1
        assert(crs1.standardParallel2==crs2.standardParallel2) # The second parallel of a projected coordinate system.1
        assert(crs1.angularUnitCode==crs2.angularUnitCode) # The angular unit code.2
        assert(crs1.angularUnitName==crs2.angularUnitName) # The angular unit name.2
        assert(crs1.datumCode==crs2.datumCode) # The datum code.2
        assert(crs1.datumName==crs2.datumName) # The datum name.2
        assert(crs1.flattening==crs2.flattening) # The flattening ratio of this spheroid.2
        assert(crs1.longitude==crs2.longitude) # The longitude value of this prime meridian.2
        assert(crs1.primeMeridianCode==crs2.primeMeridianCode) # The prime meridian code.2

        ## Prob can be ignored
        if strict:
            assert(crs1.ZResolution==crs2.ZResolution) # The z resolution property.
            assert(crs1.ZTolerance==crs2.ZTolerance) # The z-tolerance property.
            assert(crs1.hasMPrecision==crs2.hasMPrecision) # Indicates whether m-value precision information has been defined.
            assert(crs1.hasXYPrecision==crs2.hasXYPrecision) # Indicates whether xy precision information has been defined.
            assert(crs1.hasZPrecision==crs2.hasZPrecision) # Indicates whether z-value precision information has been defined.
            assert(crs1.XYResolution==crs2.XYResolution) # The xy resolution.
            assert(crs1.domain==crs2.domain) # The extent of the xy domain.
            assert(crs1.MDomain==crs2.MDomain) # The extent of the measure domain.
            assert(crs1.remarks==crs2.remarks) # The comment string of the spatial reference.
            assert(crs1.type==crs2.type) # The type of the spatial reference. Geographic: A geographic coordinate system. Projected: A projected coordinate system.
            assert(crs1.usage==crs2.usage) # The usage notes.   
            assert(crs1.classification==crs2.classification) # The classification of a map projection.1 
            assert(crs1.GCSCode==crs2.GCSCode) # The geographic coordinate system code.2
            assert(crs1.GCSName==crs2.GCSName) # The geographic coordinate system name.2
            assert(crs1.primeMeridianName==crs2.primeMeridianName) # The prime meridian name.2
            assert(crs1.radiansPerUnit==crs2.radiansPerUnit) # The radians per angular unit.2
            assert(crs1.semiMajorAxis==crs2.semiMajorAxis) # The semi-major axis length of this spheroid.2
            assert(crs1.semiMinorAxis==crs2.semiMinorAxis) # The semi-minor axis length of this spheroid.2
            assert(crs1.spheroidCode==crs2.spheroidCode) # The spheroid code.2
            assert(crs1.spheroidName==crs2.spheroidName) # The spheroid name.2
        return(True)
    except:
        output_message="CRS differs between datasets."#\ncrs1: %s\ncrs2 : %s" %(crs1.exportToString(), crs2.exportToString())
        print(output_message)
        return(False)
    ## Differs to the falseEasting and falseNorthingUnits are odd on occasion but false eastings and northings make sense
    # crs.falseOriginAndUnits # The false origin and units.

    ## Not required
    #crs.GCS # A projected coordinate system returns a SpatialReference object for the geographic coordinate system it is based on. A geographic crs.coordinate system returns the same SpatialReference.
    #crs.SpatialReference
    #crs.VCS # If the coordinate system has a vertical coordinate system, it returns a VCS object for the vertical coordinate system it is based on.
    #crs.abbreviation # The abbreviated name of the spatial reference.
    #crs.alias # The alias of the spatial reference.

In Anbetracht der obigen Ausführungen können Sie sie wie folgt verwenden:

dataset1="your_vector_1.shp"
dataset2="your_vector_2.shp"

assert_crs_attribs(dataset1, dataset2)

In Anbetracht Ihres Anwendungsfalls werden die Asserts hoffentlich nicht fehlschlagen.

Ich integriere diese Funktionen jetzt in viele Prozesse, z. B. wenn ich eine Reihe von Geodatensätzen habe, denen ich beitrete, und möchte jeden Zweifel daran beseitigen, dass die Dinge falsch ausgerichtet waren.