Solving ODEs with Matlab: SolvingODESwithMatlab.html - File Exchange

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Highlights from
Solving ODEs with Matlab

[0; 0];
batonode BATONODE Simulate the motion of a thrown baton.
ch1ex1(void)
ch1ex2 This is HB1ODE with its output modified.
ch1ex3 The two body problem in elliptic motion, D5 of the Hull et
ch1ex6(void) Lapidus et alia, proton transfer
ch1ex7 Compute two solutions of ballistic problem.
ch2ex1
ch2ex1
ch2ex2 Poincare' sections example HARMOSCIL
ch2ex2
ch2ex3
ch2ex3
ch2ex4 Define the physical constants:
ch2ex4 Define the physical constants:
ch2ex5 Spatial grid, initial values:
ch2ex5 Spatial grid, initial values:
ch2ex6 Spatial grid, initial values:
ch2ex7 Add the boundary values:
ch2ex8 Galerkin scheme as in Fletcher, p. 112.
ch2ex8
ch2ex9
ch3ex1
ch3ex1 print -depsc ch3fig1a
ch3ex2
ch3ex2 print -depsc ch3fig2
ch3ex3 print -depsc ch3fig3
ch3ex3
ch3ex4
ch3ex5
ch3ex5
ch3ex6
ch3ex6 print -depsc ch3fig6
ch3ex7
ch3ex7
ch3ex7
ch3ex8
ch3ex8
ch4ex1
ch4ex1
ch4ex2
ch4ex2
ch4ex3
ch4ex3
ch4ex4
ch4ex4
ch4ex5a
ch4ex5a
ch4ex5b
ex10ch4 Solve the ODEs that arise when there is no delay.
getch1fig8 Contrast local and global error
getch1fig8 Contrast local and global error
mch3ex4
ch1fig11.m
ch1fig14.m
ch3fig31.m
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from Solving ODEs with Matlab by Skip Thompson
Example programs from book.

SolvingODESwithMatlab.html

Solving ODEs with Matlab Support Page

This page contains downloadable support material for the book Solving ODEs with Matlab by Lawrence Shampine, Ian Gladwell, and Skip Thompson, and published by Cambridge University Press.

On this page you will find the Matlab M-files for the examples used in the book as well as any errata that will be posted here later. For CUP contact information refer to the notes at the bottom of this page. Please contact one of the authors if you have any questions or suggestions about the information on this page.

Please click on any of the following links for more information.

Last updated: 5/2003

Highlights from Solving ODEs with Matlab

Solving ODEs with Matlab Support Page

Highlights from
Solving ODEs with Matlab