Hi,

First of all, BIM is a package from Octave-Forge, it is 
not part of the core Octave project, so the correct place where 
to discuss this matter is the Octave-Forge mailing list, so I am moving this 
thread there.

On 27 Jul 2011, at 19:42, J Stasko wrote:

> I have been looking at the tutorial with BIM,
> bim-1.0.1/doc/tutorial.html
> 
> It seems that the ADR equation (or DAR equation- are they the same thing?)

yes

> involves a du/dt term, as described in this book preview, equation 1.1:
> http://www.amazon.com/Numerical-Solutions-Time-Dependent-Advection-Diffusion-Reaction-Equations/dp/3540034404
> 

The title of the book you cite says it all, 
"Numerical Solutions of TIME DEPENDENT Advection Diffusion Reaction Equations"
while the tutorial deals with a steady state DAR equation
 
> I do not see this tutorial progressing through time.  Am I correct?

Yes, the extension, though, is quite trivial.
For example, given the equation

du/dt - d/dx (D du/dx - C u) + R u = f       0 < t < N*T

after time semi-discretization with implicit Euler method and a fixed time-step 
T becomes

- d/dx (D d u_i /dx - C u_i) + (R + 1/T) u_i = f + u_{i-1} / T,    i = 1 ... N

which is a sequence of steady state DAR problems, so once you are able to solve 
steady-state 
you are able to solve time-dependent as well.

If you'd like an example using more advanced time stepping techniques I have 
quite a few using DASPK
for fully-implicit adaptive time-stepping, but I never added them to the 
repository because I do not
have time to write documentation for them.
 

> Thank you,
> 
> John S.

c.
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