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Matlab Chapter6.pdf

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Example 1.4 The characters \ pi create the symbol π.<br />

Example 1.5<br />

≫ xlabel( ′ x = 0 : 2\pi ′ )<br />

≫ ylabel( ′ Sine of x ′ )<br />

≫ title( ′ Plot of the Sine Function’,’FontSize ′ , 12)<br />

≫ t = −pi : pi/100 : pi;<br />

≫ y = sin(t);<br />

≫ plot(t, y)<br />

≫ axis([−pi pi − 1 1])<br />

≫ xlabel( ′ −\pi ≤ t ≤ \pi ′ )<br />

≫ ylabel( ′ sin(t) ′ )<br />

≫ title(’Graph of the sine function’)<br />

≫ text(1, −1/3, ′ Notetheoddsymmetry. ′ )<br />

You can also set these options interactively. Note that the location of the text string is defined<br />

in axes units (i.e., the same units as the data).<br />

Remark 1.2 Graphs may be labeled with the following statements:<br />

≫ gtext(text)<br />

writes a string (text) in the graph window. gtext puts a cross-hair in the graph window<br />

and waits for a mouse button or keyboard key to be pressed. The cross-hair can be positioned<br />

with the mouse or the arrow keys. For example,<br />

≫ gtext(Xmarksthespot)<br />

Text may also be placed on a graph interactively with Tools click Edit Plot from the figure<br />

window.<br />

≫ text(x, y, text)<br />

writes text in the graphics window at the point specified by x and y.<br />

If x and y are vectors, the text is written at each point. If the text is an indexed list,<br />

successive points are labeled with corresponding rows of the text.<br />

≫ title(text)<br />

1.8 Figure Windows<br />

Graphing functions automatically open a new figure window if there are no figure windows<br />

already on the screen. If a figure window exists, MATLAB uses that window for graphics<br />

output. If there are multiple figure windows open, MATLAB targets the one that is designated<br />

the “current figure” (the last figure used or clicked in).<br />

To make an existing figure window the current figure, you can click the mouse while the<br />

pointer is in that window or you can type<br />

≫ figure(n)<br />

where n is the number in the figure title bar. The results of subsequent graphics commands<br />

are displayed in this window.<br />

≫ x = 0 : pi/100 : 2 ∗ pi;<br />

≫ y = sin(x);<br />

≫ y2 = sin(x − .25);<br />

≫ y3 = sin(x − .5);<br />

≫ plot(x, y)<br />

≫ plot(x, y2)<br />

≫ plot(x, y3)<br />

5

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