Re: Updated document on kin&dyn API...
Herman Bruyninckx <[email protected]>
| Newsgroups | gmane.science.robotics.orocos.user |
|---|---|
| Message-ID | <Pine.LNX.4.44.0306291951160.30522-100000@srv04.mech.kuleuven.ac.be> |
On Sun, 29 Jun 2003, Pierangelo Masarati wrote: [...] > I have a question right from the beginning: why do you focus > on lumped parameter systems? For several reasons: - most applications in robotics (and control) don;t need more. - infinite dimensional systems are quite a bit more complex, and tackling everything at the same time is too much for an open source project. - there are other projects out there (such as yours :-) > do you think deformable systems are out of scope, or do they > represent too hard a challenge, or what? Too hard. Not in principle, but in the robotics practice. And because I don't know enough of them :-) > Maybe if you don't consider them from the beginning you won't > be able to cast them into your scheme. So, what's your concern > about deformability? Of course I have been thinking about deformability and about infinite dimensional systems. But as far as I understand the problem, there isn't a common theory and code base anyway, so infinite dimensional systems will always be an 'add on', or a stand-alone thing. In our own lab, we have a big noise and vibration research group, which are also working on infinite dimensional problems; they work closely with a big CAE company (LMS, a spin-off of our department) and also they don't have a nice intregration between both domains (finite and infinite dimensional systems). In addition, many deformabilities in robotics can be quite well described as "lumped". For example, a flexible robot joint. These systems will be covered by the simple DAE approach, just be extending the state space of the model. Herman -- K.U.Leuven, Mechanical Engineering, Robotics Research Group <http://people.mech.kuleuven.ac.be/~bruyninc> Tel: +32 16 322480