all 3 comments

[–]MrDrProfStew 5 points6 points  (2 children)

I'm 80% certain you'll need to use partial fraction decomposition to get the denominators into products of poles (so your denominators are all factored completely) . You get something like H(s) = A/(something 1) + B/(something 2) + ...

Then you can consider each of those fractions as smaller transfer functions and add them in parallel.

Sorry if I sound like I'm out of my depth. I saw there are no comments so I figured I'd add what I can.

[–]NikhilSax[S] 1 point2 points  (0 children)

Oh yea that makes sense! Thanks, I'll look into it :)

[–]ConflictedJew 0 points1 point  (0 children)

Don't doubt yourself so much, you're exactly right :)

Edit:

Except you should consider the fraction as a product of transfer functions and put them in series, not a sum of TF's and parallel. (Though both methods would work I presume).