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15.1.2.2 Three-dimensional Geometric Shapes
- Function File: cylinder
- Function File: cylinder (r)
- Function File: cylinder (r, n)
- Function File: [x, y, z] = cylinder (…)
- Function File: cylinder (ax, …)
Generates three matrices in
meshgrid
format, such thatsurf (x, y, z)
generates a unit cylinder. The matrices are of sizen+1
-by-n+1
. r is a vector containing the radius along the z-axis. If n or r are omitted then default values of 20 or [1 1] are assumed.Called with no return arguments,
cylinder
calls directlysurf (x, y, z)
. If an axes handle ax is passed as the first argument, the surface is plotted to this set of axes.Examples:
disp ("plotting a cone") [x, y, z] = cylinder (10:-1:0,50); surf (x, y, z);
See also: sphere.
- Function File: [x, y, z] = sphere (n)
- Function File: sphere (h, …)
Generates three matrices in
meshgrid
format, such thatsurf (x, y, z)
generates a unit sphere. The matrices ofn+1
-by-n+1
. If n is omitted then a default value of 20 is assumed.Called with no return arguments,
sphere
call directlysurf (x, y, z)
. If an axes handle is passed as the first argument, the surface is plotted to this set of axes.See also: peaks.
- Function File: [x, y, z] = ellipsoid (xc,yc, zc, xr, yr, zr, n)
- Function File: ellipsoid (h, …)
Generate three matrices in
meshgrid
format that define an ellipsoid. Called with no return arguments,ellipsoid
calls directlysurf (x, y, z)
. If an axes handle is passed as the first argument, the surface is plotted to this set of axes.See also: sphere.
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