Moroz, Irene M. (2004) The extended Malkus-Robbins dynamo as a perturbed Lorenz system. Nonlinear Dynamics . (Submitted)
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Abstract
Recent investigations of some self-exciting Faraday-disk homopolar dynamo ([1-4]) have yielded the classic Lorenz equations as a special limit when one of the principal bifurcation parameters is zero. In this paper we focus upon one of those models [3] and illustrate what happens to some of the lowest order unstable periodic orbits as this parameter is increased from zero.
| Item Type: | Article |
|---|---|
| Subjects: | D - G > Dynamical systems and ergodic theory |
| Research Groups: | Oxford Centre for Industrial and Applied Mathematics |
| ID Code: | 56 |
| Deposited By: | Irene Moroz |
| Deposited On: | 26 Mar 2004 |
| Last Modified: | 20 Jul 2009 14:18 |
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- The extended Malkus-Robbins dynamo as a perturbed Lorenz system. (deposited 26 Mar 2004) [Currently Displayed]
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