Axes.tricontourf(*args, **kwargs)[source]#

Draw contour regions on an unstructured triangular grid.

Call signatures:

tricontourf(triangulation, z, [levels], ...)
tricontourf(x, y, z, [levels], *, [triangles=triangles], [mask=mask], ...)

The triangular grid can be specified either by passing a Triangulation object as the first parameter, or by passing the points x, y and optionally the triangles and a mask. See Triangulation for an explanation of these parameters. If neither of triangulation or triangles are given, the triangulation is calculated on the fly.

It is possible to pass triangles positionally, i.e. tricontourf(x, y, triangles, z, ...). However, this is discouraged. For more clarity, pass triangles via keyword argument.

triangulationTriangulation, optional

An already created triangular grid.

x, y, triangles, mask

Parameters defining the triangular grid. See Triangulation. This is mutually exclusive with specifying triangulation.


The height values over which the contour is drawn. Color-mapping is controlled by cmap, norm, vmin, and vmax.


All values in z must be finite. Hence, nan and inf values must either be removed or set_mask be used.

levelsint or array-like, optional

Determines the number and positions of the contour lines / regions.

If an int n, use MaxNLocator, which tries to automatically choose no more than n+1 "nice" contour levels between between minimum and maximum numeric values of Z.

If array-like, draw contour lines at the specified levels. The values must be in increasing order.

Other Parameters:
colorscolor string or sequence of colors, optional

The colors of the levels, i.e., the contour regions.

The sequence is cycled for the levels in ascending order. If the sequence is shorter than the number of levels, it is repeated.

As a shortcut, single color strings may be used in place of one-element lists, i.e. 'red' instead of ['red'] to color all levels with the same color. This shortcut does only work for color strings, not for other ways of specifying colors.

By default (value None), the colormap specified by cmap will be used.

alphafloat, default: 1

The alpha blending value, between 0 (transparent) and 1 (opaque).

cmapstr or Colormap, default: rcParams["image.cmap"] (default: 'viridis')

The Colormap instance or registered colormap name used to map scalar data to colors.

This parameter is ignored if colors is set.

normstr or Normalize, optional

The normalization method used to scale scalar data to the [0, 1] range before mapping to colors using cmap. By default, a linear scaling is used, mapping the lowest value to 0 and the highest to 1.

If given, this can be one of the following:

This parameter is ignored if colors is set.

vmin, vmaxfloat, optional

When using scalar data and no explicit norm, vmin and vmax define the data range that the colormap covers. By default, the colormap covers the complete value range of the supplied data. It is an error to use vmin/vmax when a norm instance is given (but using a str norm name together with vmin/vmax is acceptable).

If vmin or vmax are not given, the default color scaling is based on levels.

This parameter is ignored if colors is set.

origin{None, 'upper', 'lower', 'image'}, default: None

Determines the orientation and exact position of z by specifying the position of z[0, 0]. This is only relevant, if X, Y are not given.

  • None: z[0, 0] is at X=0, Y=0 in the lower left corner.

  • 'lower': z[0, 0] is at X=0.5, Y=0.5 in the lower left corner.

  • 'upper': z[0, 0] is at X=N+0.5, Y=0.5 in the upper left corner.

  • 'image': Use the value from rcParams["image.origin"] (default: 'upper').

extent(x0, x1, y0, y1), optional

If origin is not None, then extent is interpreted as in imshow: it gives the outer pixel boundaries. In this case, the position of z[0, 0] is the center of the pixel, not a corner. If origin is None, then (x0, y0) is the position of z[0, 0], and (x1, y1) is the position of z[-1, -1].

This argument is ignored if X and Y are specified in the call to contour.

locatorticker.Locator subclass, optional

The locator is used to determine the contour levels if they are not given explicitly via levels. Defaults to MaxNLocator.

extend{'neither', 'both', 'min', 'max'}, default: 'neither'

Determines the tricontourf-coloring of values that are outside the levels range.

If 'neither', values outside the levels range are not colored. If 'min', 'max' or 'both', color the values below, above or below and above the levels range.

Values below min(levels) and above max(levels) are mapped to the under/over values of the Colormap. Note that most colormaps do not have dedicated colors for these by default, so that the over and under values are the edge values of the colormap. You may want to set these values explicitly using Colormap.set_under and Colormap.set_over.


An existing TriContourSet does not get notified if properties of its colormap are changed. Therefore, an explicit call to ContourSet.changed() is needed after modifying the colormap. The explicit call can be left out, if a colorbar is assigned to the TriContourSet because it internally calls ContourSet.changed().

xunits, yunitsregistered units, optional

Override axis units by specifying an instance of a matplotlib.units.ConversionInterface.

antialiasedbool, optional

Enable antialiasing, overriding the defaults. For filled contours, the default is True. For line contours, it is taken from rcParams["lines.antialiased"] (default: True).

hatcheslist[str], optional

A list of crosshatch patterns to use on the filled areas. If None, no hatching will be added to the contour. Hatching is supported in the PostScript, PDF, SVG and Agg backends only.


tricontourf fills intervals that are closed at the top; that is, for boundaries z1 and z2, the filled region is:

z1 < Z <= z2

except for the lowest interval, which is closed on both sides (i.e. it includes the lowest value).

Examples using matplotlib.axes.Axes.tricontourf#

Contour plot of irregularly spaced data

Contour plot of irregularly spaced data

Tricontour Demo

Tricontour Demo

Tricontour Smooth Delaunay

Tricontour Smooth Delaunay

Tricontour Smooth User

Tricontour Smooth User

Triinterp Demo

Triinterp Demo

Triangular 3D filled contour plot

Triangular 3D filled contour plot

tricontourf(x, y, z)

tricontourf(x, y, z)