A two dimensional region specified as longitude and latitude coordinates.
Name | Type | Default | Description |
---|---|---|---|
west |
Number |
0.0
|
optional The westernmost longitude, in radians, in the range [-Pi, Pi]. |
south |
Number |
0.0
|
optional The southernmost latitude, in radians, in the range [-Pi/2, Pi/2]. |
east |
Number |
0.0
|
optional The easternmost longitude, in radians, in the range [-Pi, Pi]. |
north |
Number |
0.0
|
optional The northernmost latitude, in radians, in the range [-Pi/2, Pi/2]. |
See:
Members
-
staticconstantCesium.Rectangle.MAX_VALUE : Rectangle
-
The largest possible rectangle.
-
The number of elements used to pack the object into an array.
-
The easternmost longitude in radians in the range [-Pi, Pi].
-
Default Value:
0.0
-
Gets the height of the rectangle in radians.
-
The northernmost latitude in radians in the range [-Pi/2, Pi/2].
-
Default Value:
0.0
-
The southernmost latitude in radians in the range [-Pi/2, Pi/2].
-
Default Value:
0.0
-
The westernmost longitude in radians in the range [-Pi, Pi].
-
Default Value:
0.0
-
Gets the width of the rectangle in radians.
Methods
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staticCesium.Rectangle.center(rectangle, result) → Cartographic
-
Computes the center of a rectangle.
Name Type Description rectangle
Rectangle The rectangle for which to find the center result
Cartographic optional The object onto which to store the result. Returns:
The modified result parameter or a new Cartographic instance if none was provided. -
staticCesium.Rectangle.clone(rectangle, result) → Rectangle
-
Duplicates a Rectangle.
Name Type Description rectangle
Rectangle The rectangle to clone. result
Rectangle optional The object onto which to store the result, or undefined if a new instance should be created. Returns:
The modified result parameter or a new Rectangle instance if none was provided. (Returns undefined if rectangle is undefined) -
Computes the height of a rectangle in radians.
Name Type Description rectangle
Rectangle The rectangle to compute the height of. Returns:
The height. -
Computes the width of a rectangle in radians.
Name Type Description rectangle
Rectangle The rectangle to compute the width of. Returns:
The width. -
Returns true if the cartographic is on or inside the rectangle, false otherwise.
Name Type Description rectangle
Rectangle The rectangle cartographic
Cartographic The cartographic to test. Returns:
true if the provided cartographic is inside the rectangle, false otherwise. -
Compares the provided rectangles and returns
true
if they are equal,false
otherwise.Name Type Description left
Rectangle optional The first Rectangle. right
Rectangle optional The second Rectangle. Returns:
true
if left and right are equal; otherwisefalse
. -
staticCesium.Rectangle.expand(rectangle, cartographic, result) → Rectangle
-
Computes a rectangle by enlarging the provided rectangle until it contains the provided cartographic.
Name Type Description rectangle
Rectangle A rectangle to expand. cartographic
Cartographic A cartographic to enclose in a rectangle. result
Rectangle optional The object onto which to store the result. Returns:
The modified result parameter or a new Rectangle instance if one was not provided. -
staticCesium.Rectangle.fromCartesianArray(cartesians, ellipsoid, result) → Rectangle
-
Creates the smallest possible Rectangle that encloses all positions in the provided array.
Name Type Default Description cartesians
Array.<Cartesian> The list of Cartesian instances. ellipsoid
Ellipsoid Ellipsoid.WGS84
optional The ellipsoid the cartesians are on. result
Rectangle optional The object onto which to store the result, or undefined if a new instance should be created. Returns:
The modified result parameter or a new Rectangle instance if none was provided. -
staticCesium.Rectangle.fromCartographicArray(cartographics, result) → Rectangle
-
Creates the smallest possible Rectangle that encloses all positions in the provided array.
Name Type Description cartographics
Array.<Cartographic> The list of Cartographic instances. result
Rectangle optional The object onto which to store the result, or undefined if a new instance should be created. Returns:
The modified result parameter or a new Rectangle instance if none was provided. -
staticCesium.Rectangle.fromDegrees(west, south, east, north, result) → Rectangle
-
Creates a rectangle given the boundary longitude and latitude in degrees.
Name Type Default Description west
Number 0.0
optional The westernmost longitude in degrees in the range [-180.0, 180.0]. south
Number 0.0
optional The southernmost latitude in degrees in the range [-90.0, 90.0]. east
Number 0.0
optional The easternmost longitude in degrees in the range [-180.0, 180.0]. north
Number 0.0
optional The northernmost latitude in degrees in the range [-90.0, 90.0]. result
Rectangle optional The object onto which to store the result, or undefined if a new instance should be created. Returns:
The modified result parameter or a new Rectangle instance if none was provided.Example:
var rectangle = Cesium.Rectangle.fromDegrees(0.0, 20.0, 10.0, 30.0);
-
staticCesium.Rectangle.fromRadians(west, south, east, north, result) → Rectangle
-
Creates a rectangle given the boundary longitude and latitude in radians.
Name Type Default Description west
Number 0.0
optional The westernmost longitude in radians in the range [-Math.PI, Math.PI]. south
Number 0.0
optional The southernmost latitude in radians in the range [-Math.PI/2, Math.PI/2]. east
Number 0.0
optional The easternmost longitude in radians in the range [-Math.PI, Math.PI]. north
Number 0.0
optional The northernmost latitude in radians in the range [-Math.PI/2, Math.PI/2]. result
Rectangle optional The object onto which to store the result, or undefined if a new instance should be created. Returns:
The modified result parameter or a new Rectangle instance if none was provided.Example:
var rectangle = Cesium.Rectangle.fromRadians(0.0, Math.PI/4, Math.PI/8, 3*Math.PI/4);
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staticCesium.Rectangle.intersection(rectangle, otherRectangle, result) → Rectangle|undefined
-
Computes the intersection of two rectangles. This function assumes that the rectangle's coordinates are latitude and longitude in radians and produces a correct intersection, taking into account the fact that the same angle can be represented with multiple values as well as the wrapping of longitude at the anti-meridian. For a simple intersection that ignores these factors and can be used with projected coordinates, see
Rectangle.simpleIntersection
.Name Type Description rectangle
Rectangle On rectangle to find an intersection otherRectangle
Rectangle Another rectangle to find an intersection result
Rectangle optional The object onto which to store the result. Returns:
The modified result parameter, a new Rectangle instance if none was provided or undefined if there is no intersection. -
staticCesium.Rectangle.northeast(rectangle, result) → Cartographic
-
Computes the northeast corner of a rectangle.
Name Type Description rectangle
Rectangle The rectangle for which to find the corner result
Cartographic optional The object onto which to store the result. Returns:
The modified result parameter or a new Cartographic instance if none was provided. -
staticCesium.Rectangle.northwest(rectangle, result) → Cartographic
-
Computes the northwest corner of a rectangle.
Name Type Description rectangle
Rectangle The rectangle for which to find the corner result
Cartographic optional The object onto which to store the result. Returns:
The modified result parameter or a new Cartographic instance if none was provided. -
Stores the provided instance into the provided array.
Name Type Default Description value
Rectangle The value to pack. array
Array.<Number> The array to pack into. startingIndex
Number 0
optional The index into the array at which to start packing the elements. Returns:
The array that was packed into -
staticCesium.Rectangle.simpleIntersection(rectangle, otherRectangle, result) → Rectangle|undefined
-
Computes a simple intersection of two rectangles. Unlike
Rectangle.intersection
, this function does not attempt to put the angular coordinates into a consistent range or to account for crossing the anti-meridian. As such, it can be used for rectangles where the coordinates are not simply latitude and longitude (i.e. projected coordinates).Name Type Description rectangle
Rectangle On rectangle to find an intersection otherRectangle
Rectangle Another rectangle to find an intersection result
Rectangle optional The object onto which to store the result. Returns:
The modified result parameter, a new Rectangle instance if none was provided or undefined if there is no intersection. -
staticCesium.Rectangle.southeast(rectangle, result) → Cartographic
-
Computes the southeast corner of a rectangle.
Name Type Description rectangle
Rectangle The rectangle for which to find the corner result
Cartographic optional The object onto which to store the result. Returns:
The modified result parameter or a new Cartographic instance if none was provided. -
staticCesium.Rectangle.southwest(rectangle, result) → Cartographic
-
Computes the southwest corner of a rectangle.
Name Type Description rectangle
Rectangle The rectangle for which to find the corner result
Cartographic optional The object onto which to store the result. Returns:
The modified result parameter or a new Cartographic instance if none was provided. -
staticCesium.Rectangle.subsample(rectangle, ellipsoid, surfaceHeight, result) → Array.<Cartesian3>
-
Samples a rectangle so that it includes a list of Cartesian points suitable for passing to
BoundingSphere#fromPoints
. Sampling is necessary to account for rectangles that cover the poles or cross the equator.Name Type Default Description rectangle
Rectangle The rectangle to subsample. ellipsoid
Ellipsoid Ellipsoid.WGS84
optional The ellipsoid to use. surfaceHeight
Number 0.0
optional The height of the rectangle above the ellipsoid. result
Array.<Cartesian3> optional The array of Cartesians onto which to store the result. Returns:
The modified result parameter or a new Array of Cartesians instances if none was provided. -
staticCesium.Rectangle.union(rectangle, otherRectangle, result) → Rectangle
-
Computes a rectangle that is the union of two rectangles.
Name Type Description rectangle
Rectangle A rectangle to enclose in rectangle. otherRectangle
Rectangle A rectangle to enclose in a rectangle. result
Rectangle optional The object onto which to store the result. Returns:
The modified result parameter or a new Rectangle instance if none was provided. -
staticCesium.Rectangle.unpack(array, startingIndex, result) → Rectangle
-
Retrieves an instance from a packed array.
Name Type Default Description array
Array.<Number> The packed array. startingIndex
Number 0
optional The starting index of the element to be unpacked. result
Rectangle optional The object into which to store the result. Returns:
The modified result parameter or a new Rectangle instance if one was not provided. -
Checks a Rectangle's properties and throws if they are not in valid ranges.
Name Type Description rectangle
Rectangle The rectangle to validate Throws:
-
clone(result) → Rectangle
-
Duplicates this Rectangle.
Name Type Description result
Rectangle optional The object onto which to store the result. Returns:
The modified result parameter or a new Rectangle instance if none was provided. -
Compares the provided Rectangle with this Rectangle componentwise and returns
true
if they are equal,false
otherwise.Name Type Description other
Rectangle optional The Rectangle to compare. Returns:
true
if the Rectangles are equal,false
otherwise. -
Compares the provided Rectangle with this Rectangle componentwise and returns
true
if they are within the provided epsilon,false
otherwise.Name Type Description other
Rectangle optional The Rectangle to compare. epsilon
Number The epsilon to use for equality testing. Returns:
true
if the Rectangles are within the provided epsilon,false
otherwise.