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[资源] An Introduction to MATLAB® Programming and Numerical Methods for Engineers

书名 An Introduction
to MATLAB® Programming
and Numerical Methods
for Engineers
作者Timmy Siauw
Alexandre M. Bayen
页数 311
出版社 艾斯维尔

ISBN: 978-0-12-420228-3
List of Figures
Fig. 1.1 The MATLAB environment. 4
Fig. 1.2 Truth tables for the logical AND and OR. 10
Fig. 1.3 XOR Truth table. 14
Fig. 3.1 The MATLAB editor. 45
Fig. 3.2 The MATLAB path editor. 54
Fig. 5.1 Note: Histogram may look slightly different based on your computer. 93
Fig. 6.1 Recursion tree for myRecFactorial(3). 97
Fig. 6.2 Recursion Tree for myRecFib(5). 98
Fig. 6.3 Illustration of the Towers of Hanoi. 102
Fig. 6.4 Breakdown of one iteration of the recursive solution of the Towers of Hanoi problem. 102
Fig. 7.1 Profiler overall results. 118
Fig. 7.2 Profiler results for ProfilerTest.m. 118
Fig. 7.3 Improved profiler results for ProfilerTest.m. 120
Fig. 8.1 Various representations of the number 13. 123
Fig. 9.1 Breakpoint inserted at line 8. 141
Fig. 9.2 MATLAB stopped at breakpoint at line 8. 142
Fig. 10.1 File test.txt opened in wordpad for PC. 147
Fig. 10.2 File from previous example, test.xls, opened in Microsoft Excel. 149
Fig. 11.1 Example of plot (x,y) where x and y are vectors. 152
Fig. 11.2 Example of plot of the function f (x ) = x2 on the interval [−5,5]. 152
Fig. 11.3 Example of plot of the parabola f (x ) = x2 with a green dashed line style. 154
Fig. 11.4 Other examples of plotting styles, illustrated for f (x ) = x2 and f (x ) = x3,
respectively. 154
Fig. 11.5 Example of use of title, xlabel, and ylabel to annotate Figure 11.4. 155
Fig. 11.6 Example of using sprintf to create a data-specific title for a figure. 156
Fig. 11.7 Example of using legend to create a legend within a figure. 157
Fig. 11.8 Example of customization of a plot by using the axis command to define the
size of the display window and using grid on to display a grid. 158
Fig. 11.9 Example of plots respectively obtained with the commands plot, scatter,
bar, loglog, and semilogx organized using the subplot command. 160
Fig. 11.10 Example of a three-dimensional plot obtained for the helix (sin(t ), cos(t ), t )
using plot3. 161
Fig. 11.11 Illustration of surface and contour plots. 163
Fig. 11.12 Snapshot from the animation obtained by execution of the code above. 165
Fig. 11.13 Test case for problem.m7 (plotting a polygon with 5 faces). 168
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