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Contours of an implicit function

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Value Summary

MandatoryList of arithmetical expressions

Graphics Primitives

ObjectsContours Default Values
plot::Implicit2d, plot::Implicit3d[0]


With Contours, you can set the contour(s) of an implicit function.

By default, plot::Implicit2d and plot::Implicit3d plot the set . Using Contours, you can instead plot the set for any real c or for a sequence of such values.


Example 1

The following command plots a series of cuts through a sphere:

plot(plot::Implicit2d(x^2 + y^2, x = -1..1, y = -1..1,
                      Contours = [0, 0.25^2, 0.5^2, 
                                  0.75^2, 1.0])):

Example 2

Being an expression attribute, Contours can be animated:

plot(plot::Implicit2d(x^2-y^2, x = -1..1, y = -1..1,
                Contours = [1/2*cos(a)], a = 0..2*PI)):

Example 3

The contour currently plotted is passed to the color functions and can be used to distinguish them visually:

  plot::Implicit3d(x^y - y*z, x = 1..4, y = 1..4, z = -2..2,
                   Contours = [$0..5],
                   FillColorFunction = ((x,y,z,dx,dy,dz,c) ->

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