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Aide de Scilab >> Graphiques > 2d_plot > Sgrayplot

Sgrayplot

smooth 2D plot of a surface using colors

Syntax

Sgrayplot(x,y,z,<opt_args>)
Sgrayplot(x,y,z [,strf, rect, nax, zminmax, colminmax, mesh, colout])

Arguments

x,y

real row vectors of size n1 and n2.

z

real matrix of size (n1,n2). z(i,j) is the value of the surface at the point (x(i),y(j)).

<opt_args>

This represents a sequence of statements key1=value1,key2=value2,... where key1, key2,... can be one of the following: strf, rect, nax, zminmax, colminmax, mesh, colout.

strf

is a string of length 3 "xyz" (by default strf= "081")

x

controls the display of captions.

x=0

no caption.

x=1

captions are displayed. They are given by the optional argument leg.

y

controls the computation of the actual coordinate ranges from the minimal requested values. Actual ranges can be larger than minimal requirements.

y=0

no computation, the plot use the previous (or default) scale

y=1

from the rect arg

y=2

from the min/max of the x, y data

y=3

built for an isometric scale from the rect arg

y=4

built for an isometric plot from the min/max of the x, y data

y=5

enlarged for pretty axes from the rect arg

y=6

enlarged for pretty axes from the min/max of the x, y data

y=7

like y=1 but the previous plot(s) are redrawn to use the new scale

y=8

like y=2 but the previous plot(s) are redrawn to use the new scale

z

controls the display of information on the frame around the plot. If axes are requested, the number of tics can be specified by the nax optional argument.

z=0

nothing is drawn around the plot.

z=1

axes are drawn, the y=axis is displayed on the left.

z=2

the plot is surrounded by a box without tics.

z=3

axes are drawn, the y=axis is displayed on the right.

z=4

axes are drawn centred in the middle of the frame box, with the box disabled.

z=5

axes are drawn centred in the middle of the frame box, with the box enabled.

rect

This argument is used when the second character y of argument strf is 1, 3 or 5. It is a row vector of size 4 and gives the dimension of the frame: rect=[xmin,ymin,xmax,ymax].

nax

This argument is used when the third character z of argument strf is 1. It is a row vector with four entries [nx,Nx,ny,Ny] where nx (ny) is the number of subgraduations on the x (y) axis and Nx (Ny) is the number of graduations on the x (y) axis.

zminmax, colminmax, mesh, colout

See fec.

Description

Sgrayplot is the same as grayplot but the plot is smoothed. The function fec is used for smoothing. The surface is plotted assuming that it is linear on a set of triangles built from the grid (here with n1=5, n2=3):

_____________
| /| /| /| /|
|/_|/_|/_|/_|
| /| /| /| /|
|/_|/_|/_|/_|

The function colorbar may be used to see the color scale.

The parameter zminmax is useful for animation purpose (see an example after) and the parameter colminmax lets the user choose a part of the current colormap (see the fec help page).

Enter the command Sgrayplot() to see a demo.

Examples

// example #1
x=-10:10; y=-10:10;m =rand(21,21);
clf()
gcf().color_map = hotcolormap(64);
Sgrayplot(x,y,m, strf="011", rect=[-20,-20,20,20])
// example #2
t=-%pi:0.1:%pi; m=sin(t)'*cos(t);
clf()
gcf().color_map = jetcolormap(64);
colorbar(-1,1)
Sgrayplot(t,t,m, strf="041")
// example #3: an animation display cos(t)*sin(x)sin(y).
n = 30;
nt = 100;
x = linspace(0,2*%pi,n);
y = linspace(0,%pi,n/2);
z = sin(x')*sin(y);
t = linspace(0,4*%pi,nt);
show_window(); clf()
f=gcf();
f.color_map=jetcolormap(64);
colorbar(-1,1)
Sgrayplot(x,y,cos(t(1))*z, strf="042", zminmax=[-1,1])
c=gce(),e=c.children
xtitle("Kaa''s eyes")
for i = 1:nt
  e.data(:,3)=matrix(cos(t(i))*z,-1,1);
end

See also

  • fec — dessin en pseudo-couleurs d'une surface définie sur un maillage constitué de polygones convexes
  • fgrayplot — représentation 2D en pseudo-couleurs d'une surface définie par une fonction
  • grayplot — 2D plot of a surface using colors
  • Sfgrayplot — smooth 2D plot of a surface defined by a function using colors
  • colorbar — draws a vertical color bar
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Last updated:
Tue Feb 25 08:50:26 CET 2020