Re: Prevention and Control of Hurricanes



>No need to measure up to the quantum level.

Clearly it is better if you do as the energy required for modification
and control will be that much less.

I have read the Scientific American article it was extremely
interesting. One thing however stands out in particular.

>It turns out that most such alterations simply die out. Only interventions with special >characteristics--a particular pattern or structure that induces self-reinforcement--will >develop sufficiently to have a major effect on a storm.

I described chaos in my earlier postings in terms of eigenvalues and
eigenvectors. The computer seems to indicate that that model is indeed
correct. If we construct a matrix of second derivatives the eigenvalues
wil have different signs. It would seem that eigenvalue theory is a
vital part.

There is another related problem of chaotic control and that is to do
with turbulence in fluid flow. It is a well known fact that dolphins
and sharks have an intelligent skin that enables them to swim faster
than they could with classical fluid mechanics. The stall in a
microlight aircraft has been lowered by means of a piezoelectric skin.

>Imagine what happens if a hurricane's path's is altered and it accidentally hits a city >like, say New Orleans. That should give some interesting law-suits.

The problem with law suits is you can't recoup damages when things go
right. I think it would be a good idea if people could sue if
technology were available and not uysed.

I wish you the best of luch with your PhD

.



Relevant Pages

  • Re: need help
    ... what does thispolynomialhave to do with eigenvalues? ... for calculating full control properties ... the controllabilitymatrixshould not have 0 determinant ... (which is necessary and sufficient for fullrank) ...
    (sci.math)
  • Re: need help
    ... what does thispolynomialhave to do with eigenvalues? ... for calculating full control properties ... the controllability matrix should not have 0 determinant ... (which is necessary and sufficient for full rank) ...
    (sci.math)