Graphics Programs Reference
In-Depth Information
indicates that all variables used in the function do not appear in the work-
space. Only the input and output as defi ned by the user are stored in the
workspace. The M-fi les can therefore be applied to data like real functions,
whereas scripts contain sequences of commands are applied to the variables
in workspace.
2.7 Basic Visualization Tools
MATLAB provides numerous routines for displaying your data as graphs.
This chapter introduces the most important graphics functions. The graphs
will be modifi ed, printed and exported to be edited with graphics software
other than MATLAB. The simplest function producing a graph of a variable
y
versus another variable
x
is
plot
. First we defi ne two vectors
x
and
y
,
where
y
is the sine of
x
. The vector
x
contains values between 0 and 2 with
/10 increments, whereas
y
is defi ned as element-by-element sine of
x
.
x = 0 : pi/10 : 2*pi;
y = sin(x);
These two commands result in two vectors with 21 elements each, i.e., two
1-by-21 arrays. Since the two vectors
x
and
y
have the same length, we can
use
plot
to produce a linear 2D graph
y
against
x
.
plot(x,y)
This command opens a
Figure Window
named
Figure 1
with a gray back-
ground, an
x
-axis ranging from 0 to 7, a
y
-axis ranging from -1 to +1 and a
blue line. You may wish to plot two different curves in one single plot, for
example, the sine and the cosine of
x
in different colors. The command
x = 0 : pi/10 : 2*pi;
y1 = sin(x);
y2 = cos(x);
plot(x,y1,'r--',x,y2,'b-')
creates a dashed red line displaying the sine of
x
and a solid blue line
representing the cosine of this vector (Fig. 2.4). If you create another plot,
the window
Figure 1
is cleared and a new graph is displayed. The com-
mand
figure
, however, can be used to create a new fi gure object in a new
window.
