Point
- class compas.geometry.Point(x, y, z=0.0, **kwargs)[source]
- Bases: - Primitive- A point is defined by XYZ coordinates. - Parameters
- x (float) – The X coordinate of the point. 
- y (float) – The Y coordinate of the point. 
- z (float, optional) – The Z coordinate of the point. 
 
- Attributes
- x (float) – The X coordinate of the point. 
- y (float) – The Y coordinate of the point. 
- z (float) – The Z coordinate of the point. 
 
 - Notes - A Point object supports direct access to its xyz coordinates through the dot notation, as well list-style access using indices. Indexed access is implemented such that the Point behaves like a circular list 1. - References - 1
- Stack Overflow. Pythonic Circular List. Available at: https://stackoverflow.com/questions/8951020/pythonic-circular-list. 
 - Examples - >>> p1 = Point(1, 2, 3) >>> p2 = Point(4, 5, 6)- The XYZ coordinates of point objects can be accessed as object attributes or by trating the points as lists. - >>> p1.x 1.0 >>> p1.y 2.0 >>> p1.z 3.0 >>> p1[0] 1.0 >>> p1[1] 2.0 >>> p1[2] 3.0- Point objects support basic arithmetic operations. - >>> p1 + p2 Point(5.000, 7.000, 9.000) >>> p1 * 2 Point(2.000, 4.000, 6.000) >>> p1 ** 2 Point(1.000, 4.000, 9.000) >>> p1 Point(1.000, 2.000, 3.000)- Points and lists can be used interchangeably. - >>> p1 + [4, 5, 6] Point(5.000, 7.000, 9.000)- Arithmetic operations can also be applied to modify a point object in-place. - >>> p1 += p2 >>> p1 *= 2 >>> p1 **= 2 >>> p1 Point(100.000, 196.000, 324.000)- Methods - Compute the distance to a line. - Compute the distance to a plane. - Compute the distance to another point. - Construct a point from a data dict. - Determine if the point lies inside the given circle. - Determine if the point lies inside the given polygon. - Determine if the point lies inside the given polyhedron. - Determine if the point lies inside the given triangle. - Determine if the point lies on the given circle. - Determine if the point lies on the given line. - Determine if the point lies on the given polyline. - Determine if the point lies on the given segment. - Transform this point. - Transform a collection of points. - Create a collection of transformed points. - Inherited Methods - Converts the instance to a string. - Make an independent copy of the data object. - Construct an object from serialized data contained in a JSON file. - Construct an object from serialized data contained in a JSON string. - Compute a hash of the data for comparison during version control using the sha256 algorithm. - Convert an object to its native data representation. - Serialize the data representation of an object to a JSON file. - Serialize the data representation of an object to a JSON string. - Returns a transformed copy of this geometry. - Validate the object's data against its data schema. - Validate the object's data against its json schema.