Geometry
Base class for all classes that represent geometric shapes. Geometry is the base class for two-dimensional (x,y) and three-dimensional (x,y,z) geometries, such as Point, Multipoint, Polyline, Polygon, and Envelope. It represents real-world objects by defining a shape at a specific geographic location, and is used throughout the API to represent the shapes of features and graphics, layer extents, viewpoints, and GPS locations. It is also used to define the inputs and outputs for spatial analysis and geoprocessing operations, and to measure distances and areas.
All types of geometry have the following characteristics:
A SpatialReference indicating the coordinate system used by its coordinates.
Can be empty, indicating that they have no specific location or shape.
May have z-values and/or m-values to define elevation and measures, respectively.
Can be converted to and from JSON to be persisted or to be exchanged directly with REST services.
Immutability
Most geometries are created and not changed for their lifetime. Examples include features created to be stored in a geodatabase or read from a non-editable layer, and features returned from tasks such as a spatial query, geocode operation, network trace, or geoprocessing task. Immutable geometries (geometries that cannot be changed) offer important benefits to your app. They are inherently thread-safe, help prevent inadvertent changes, and allow for certain performance optimizations.
If you want to modify the shape of a Geometry there are two options available:
GeometryBuilder. Use a geometry builder if you want to incrementally reshape a geometry. If you want to reshape a Polygon, for example, then pass the polygon to a PolygonBuilder. The polygon builder copies the polygon and provides methods to add, update, and delete the polygon parts and segment vertices. The geometry builder represents the state of a geometry under modification, and you can obtain it at any time using GeometryBuilder.toGeometry.
com.arcgismaps.mapping.view.geometryeditor.GeometryEditor. Use a geometry editor if you want to allow the user to interactively modify an existing geometry. Start the com.arcgismaps.mapping.view.geometryeditor.GeometryEditor by passing the geometry to com.arcgismaps.mapping.view.geometryeditor.GeometryEditor.start. The start method signals to the geometry editor to start capturing user interaction with the map through mouse or touch gestures.
Note that the GeometryEngine offers a range of topological and spatial transformations that can create a new geometry from an existing geometry. The GeometryEngine allows you to perform actions on an existing geometry, such as a buffer, cut, clip, densify, or project, to produce a new output geometry. See GeometryEngine to explore various supported geometric operations.
Coordinate units
The coordinates that define a geometry are only meaningful in the context of the geometry's SpatialReference. The vertices and spatial reference together allow your app to translate a real-world object from its location on the Earth to its location on your map or scene.
In some cases, a geometry's spatial reference may not be set. For example, a com.arcgismaps.mapping.view.Graphic that does not have a spatial reference is drawn using the same spatial reference as the com.arcgismaps.mapping.view.GeoView to which it was added. If the coordinates are in a different spatial reference, the graphics may not display in the correct location, or at all.
When using GeometryBuilder to create a Polyline or Polygon from a collection of Point, you don't need to set the spatial reference of every point before you add it to the builder, as it is assigned the spatial reference of the builder itself. In most other cases, such as when using a geometry in geometry operations or when editing a feature table, Geometry.spatialReference must be set.
Spatial reference and projection
Changing the coordinates of a geometry to have the same shape and location represented using a different SpatialReference is known as "projection" or sometimes as "reprojection". Because geometries are immutable, they do not have any member methods that project, transform, or otherwise modify their content.
Since
200.1.0
See also
Inheritors
Properties
Indicates the dimensionality of a Geometry, relating to the number of spatial dimensions in which the geometry may have a size. You can use Geometry.dimension to work out what kind of symbol can be applied to a specific type of geometry. For example, Point and Multipoint are both zero-dimensional point geometries, and both can be displayed using a type of com.arcgismaps.mapping.symbology.MarkerSymbol. Polygon and Envelope are both 2-dimensional area geometries that can be displayed using a type of com.arcgismaps.mapping.symbology.FillSymbol.
True if this geometry contains curve segments, false otherwise. ArcGIS software supports polygon and polyline geometries that contain curve segments (where Segment.isCurve is true, sometimes known as true curves or nonlinear segments). Curves may be present in certain types of data, such as Mobile Map Packages (MMPK) or geometry JSON. When connecting to ArcGIS feature services that support curves (see com.arcgismaps.arcgisservices.ArcGISFeatureServiceInfo.supportsTrueCurve), this API retrieves densified versions of curve feature geometries by default.
True if the geometry is empty, false otherwise. A geometry is empty if it does not have valid geographic coordinates, even if the SpatialReference is specified. An empty Geometry is a valid object that has no location in space.
The spatial reference for this geometry. This can be null if the geometry is not associated with a SpatialReference.
Functions
Checks if two geometries are approximately the same within the given tolerance. This function performs a lightweight comparison of two geometries that might be useful when writing test code. It uses the tolerance to compare each of x, y, and any other values the geometries possess (such as z or m) independently in the manner: abs(value1 - value2) <= tolerance. The single tolerance value is used even if the x, y, z or m units differ. This function does not respect modular arithmetic of spatial references which wrap around, so longitudes of -180 and +180 degrees are considered to differ by 360 degrees.