Introduction to Perturbation Methods (2nd Ed)
by Mark H. Holmes
|
Page Last Updated: 9/11/2024
|
MATLAB Files The following are the MATLAB files used to generate the respective figure (directions). Note that I save the figures in eps format for the book.
|
|
MATLAB Files The following are the MATLAB files used to generate the respective figure (directions). Note that I save the figures in eps format for the book.
|
|
MATLAB Files The following are the MATLAB files used to generate the respective figure (directions). Note that I save the figures in eps format for the book.
|
|
MATLAB Files The following are the MATLAB files used to generate the respective figure (directions). Note that I save the figures in eps format for the book.
|
|
MATLAB Files The following are the MATLAB files used to generate the respective figure (directions). Note that I save the figures in eps format for the book.
|
|
MATLAB Files The following are the MATLAB files used to generate the respective figure (directions). Note that I save the figures in eps format for the book.
|
|
MATLAB Files The following are the MATLAB files used to generate the respective figure (directions). Note that I save the figures in eps format for the book.
|
The following are MATLAB files I wrote to solve BVPs problems. A short explanation is provided at the end of each file on how to use that particular code. (directions)
|
lbvp.m This code solves and then plots the solution of the linear BVP: y'' + p(x)y' + q(x)y = f(x), for x in (xL , xR), where a0*y(xL) + b0*y'(xL) = c0 and a1*y(xR) + b1*y'(xR) = c1
| |
|
nbvp.m This code solves and then plots the solution of the nonlinear BVP: y'' = f(x, y, y'), for x in (xL , xR), where y(xL) = yL and y(xR) = yR
| |
|
sbvp.m This code solves and then plots the solution of the nonlinear BVP: ep*y'' = f(x, y, y', ep), for x in (xL , xR), where y(xL) = yL and y(xR) = yR
|