Re: Inverse Laplace transform? new

[Doug Stewart]

A S Hodel wrote:
> If you have the coefficients (numerical) of a rational function  
> (poles/zeros, etc.) you can use the controls toolbox (ss, zp, tf) to  
> convert from a state space form to transfer function.  Alternatively,  
> you can use the impulse function to get the time-domain function  
> corresponding to a strictly proper Laplace domain transfer function.
>
>   
Thanks for your help.

I have a running version of my function at:

http://dougs.homeip.net/octave/ilt.m

and a test file at
http://dougs.homeip.net/octave/ilttest.m

I know that for some of us this is trivial but for my students, when 
they are learning the inverse Lalace transform and partial fraction 
expansion, I am sure they will use it to check their answers.

Any suggestions  and or improvements will be appreciated. 

Doug Stewart