Geometry.MultiPolygonZ (Geometry v1.0.0)
View SourceA set of polygons from type Geometry.PolygonZ
MultiPointZ
implements the protocols Enumerable
and Collectable
.
Examples
iex> Enum.map(
...> MultiPolygonZ.new([
...> PolygonZ.new([
...> LineStringZ.new([
...> PointZ.new(11, 12, 13),
...> PointZ.new(11, 22, 23),
...> PointZ.new(31, 22, 33),
...> PointZ.new(11, 12, 13)
...> ]),
...> ]),
...> PolygonZ.new([
...> LineStringZ.new([
...> PointZ.new(35, 10, 13),
...> PointZ.new(45, 45, 23),
...> PointZ.new(10, 20, 33),
...> PointZ.new(35, 10, 13)
...> ]),
...> LineStringZ.new([
...> PointZ.new(20, 30, 13),
...> PointZ.new(35, 35, 23),
...> PointZ.new(30, 20, 33),
...> PointZ.new(20, 30, 13)
...> ])
...> ])
...> ]),
...> fn polygon -> length(polygon) == 1 end
...> )
[true, false]
iex> Enum.into(
...> [
...> PolygonZ.new([
...> LineStringZ.new([
...> PointZ.new(11, 12, 13),
...> PointZ.new(11, 22, 23),
...> PointZ.new(31, 22, 33),
...> PointZ.new(11, 12, 13)
...> ])
...> ])
...> ],
...> MultiPolygonZ.new())
%MultiPolygonZ{
polygons: [
[
[
[11, 12, 13],
[11, 22, 23],
[31, 22, 33],
[11, 12, 13]
]
]
],
srid: 0
}
Summary
Functions
Creates an empty MultiPolygonZ
.
Creates a MultiPolygonZ
from the given Geometry.MultiPolygonZ
s.
Types
@type t() :: %Geometry.MultiPolygonZ{ polygons: [[Geometry.ring()]], srid: Geometry.srid() }
Functions
@spec new() :: t()
Creates an empty MultiPolygonZ
.
Examples
iex> MultiPolygonZ.new()
%MultiPolygonZ{}
@spec new([Geometry.PolygonZ.t()], Geometry.srid()) :: t()
Creates a MultiPolygonZ
from the given Geometry.MultiPolygonZ
s.
Examples
iex> MultiPolygonZ.new([
...> PolygonZ.new([
...> LineStringZ.new([
...> PointZ.new(6, 2, 3),
...> PointZ.new(8, 2, 4),
...> PointZ.new(8, 4, 5),
...> PointZ.new(6, 2, 3)
...> ]),
...> ]),
...> PolygonZ.new([
...> LineStringZ.new([
...> PointZ.new(1, 1, 3),
...> PointZ.new(9, 1, 4),
...> PointZ.new(9, 8, 5),
...> PointZ.new(1, 1, 3)
...> ]),
...> LineStringZ.new([
...> PointZ.new(6, 2, 3),
...> PointZ.new(7, 2, 4),
...> PointZ.new(7, 3, 5),
...> PointZ.new(6, 2, 3)
...> ])
...> ])
...> ])
%MultiPolygonZ{
polygons: [
[[[6, 2, 3], [8, 2, 4], [8, 4, 5], [6, 2, 3]]],
[
[[1, 1, 3], [9, 1, 4], [9, 8, 5], [1, 1, 3]],
[[6, 2, 3], [7, 2, 4], [7, 3, 5], [6, 2, 3]]
]
],
srid: 0
}
iex> MultiPolygonZ.new([])
%MultiPolygonZ{}