Source code for holoviews.element.geom

import numpy as np
import param

from ..core import Dataset, Dimension, Element2D
from .selection import Selection2DExpr, SelectionGeomExpr


[docs]class Geometry(Dataset, Element2D): """ Geometry elements represent a collection of objects drawn in a 2D coordinate system. The two key dimensions correspond to the x- and y-coordinates in the 2D space, while the value dimensions may be used to control other visual attributes of the Geometry """ group = param.String(default='Geometry', constant=True) kdims = param.List(default=[Dimension('x'), Dimension('y')], bounds=(2, 2), constant=True, doc=""" The key dimensions of a geometry represent the x- and y- coordinates in a 2D space.""") vdims = param.List(default=[], constant=True, doc=""" Value dimensions can be associated with a geometry.""") __abstract = True
[docs]class Points(Selection2DExpr, Geometry): """ Points represents a set of coordinates in 2D space, which may optionally be associated with any number of value dimensions. """ group = param.String(default='Points', constant=True) _auto_indexable_1d = True
[docs]class VectorField(Selection2DExpr, Geometry): """ A VectorField represents a set of vectors in 2D space with an associated angle, as well as an optional magnitude and any number of other value dimensions. The angles are assumed to be defined in radians and by default the magnitude is assumed to be normalized to be between 0 and 1. """ group = param.String(default='VectorField', constant=True) vdims = param.List(default=[Dimension('Angle', cyclic=True, range=(0,2*np.pi)), Dimension('Magnitude')], bounds=(1, None)) @classmethod def from_uv(cls, data, kdims=None, vdims=None, **params): if kdims is None: kdims = ['x', 'y'] if vdims is None: vdims = ['u', 'v'] dataset = Dataset(data, kdims=kdims, vdims=vdims, **params) us, vs = (dataset.dimension_values(i) for i in range(2, 4)) uv_magnitudes = np.hypot(us, vs) # unscaled # this follows mathematical conventions, # unlike WindBarbs which follows meteorological conventions radians = np.arctan2(vs, us) # calculations on this data could mutate the original data # here we do not do any calculations; we only store the data repackaged_dataset = {} for kdim in kdims: repackaged_dataset[kdim] = dataset[kdim] repackaged_dataset["Angle"] = radians repackaged_dataset["Magnitude"] = uv_magnitudes for vdim in vdims[2:]: repackaged_dataset[vdim] = dataset[vdim] vdims = [ Dimension('Angle', cyclic=True, range=(0, 2 * np.pi)), Dimension('Magnitude') ] + vdims[2:] return cls(repackaged_dataset, kdims=kdims, vdims=vdims, **params)
[docs]class Segments(SelectionGeomExpr, Geometry): """ Segments represent a collection of lines in 2D space. """ group = param.String(default='Segments', constant=True) kdims = param.List(default=[Dimension('x0'), Dimension('y0'), Dimension('x1'), Dimension('y1')], bounds=(4, 4), constant=True, doc=""" Segments represent lines given by x- and y- coordinates in 2D space.""")
[docs]class Rectangles(SelectionGeomExpr, Geometry): """ Rectangles represent a collection of axis-aligned rectangles in 2D space. """ group = param.String(default='Rectangles', constant=True) kdims = param.List(default=[Dimension('x0'), Dimension('y0'), Dimension('x1'), Dimension('y1')], bounds=(4, 4), constant=True, doc=""" The key dimensions of the Rectangles element represent the bottom-left (x0, y0) and top right (x1, y1) coordinates of each box.""")