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Phys Rev Lett
; 85(1): 62-5, 2000 Jul 03.
Artigo
em Inglês
| MEDLINE
| ID: mdl-10991159
RESUMO
We show that the transition between fixed points in a separable dynamical system is fully described by an invariant integral. We discuss in detail the case of a system with two temporal variables with bilinear coupling, where the new stable state is attained asymptotically through spiraling into the fixed point. Through the invariance, it is possible to establish conditions for the control parameter that permit a (targeted) transition in finite time and without relaxation oscillations.
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