Constructor
geometry type
has z
has m
Get the geometry type
geometry type
Does the geometry have m coordinates
true if has m coordinates
Set if the geometry has m coordinates
true if has m coordinates
true if has m coordinates
Does the geometry have z coordinates
true if has z coordinates
Set if the geometry has z coordinates
true if has z coordinates
true if has z coordinates
Does the geometry have z coordinates
true if has z coordinates
Copy the geometry
geometry copy
Get the end Point of this Curve
end point
Check for curve equality
Expand the envelope with the minimum bounding box for this Geometry
geometry envelope to expand
Get the mathematical centroid point of a 2 dimensional representation of the Geometry (balancing point of a 2d cutout of the geometry). Only the x and y coordinate of the resulting point are calculated and populated. The resulting {@link Point#getZ()} and {@link Point#getM()} methods will always return null.
centroid point
Get the geographic centroid point of a 2 dimensional representation of the degree unit Geometry. Only the x and y coordinate of the resulting point are calculated and populated. The resulting {@link Point#getZ()} and {@link Point#getM()} methods will always return null.
centroid point
Get the inherent dimension (0, 1, or 2) for this Geometry
dimension
Get the minimum bounding box for this Geometry
geometry envelope
Determine if this Curve is closed (start point = end point)
true if closed
Is the Geometry empty
true if empty
Does the geometry have m coordinates.
true if has m coordinates
Determine if this Geometry has no anomalous geometric points, such as self intersection or self tangency
true if simple
Get the start Point of this Curve
start point
Update currently false hasZ and hasM values using the provided geometry
geometry
Determine if the geometries contain a M value
list of geometries
true if has m
Determine if the geometries contain a Z value
list of geometries
true if has z
Generated using TypeDoc
The base type for all 1-dimensional geometry types. A 1-dimensional geometry is a geometry that has a length, but no area. A curve is considered simple if it does not intersect itself (except at the start and end point). A curve is considered closed its start and end point are coincident. A simple, closed curve is called a ring.