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Quasiperiodicity and Chaos in a Step Motor
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| Author(s) |
M. C. Péra; B. Robert; C. Goeldel |
| Abstract |
Dynamic of a hybrid step motor is studied by tools of chaos theory, as Feigenbaum diagrams and
Poincaré maps. A route to chaos by quasiperiodicity and a way out by period doubling are described
and compared with the Curry and Yorke application and logistic map. Experimental results are
reported which validate simulations. |
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| Filename: | EPE1999 - PP00445 - Marion-Pera.pdf |
| Filesize: | 239 KB |
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| Type |
Members Only |
| Date |
Last modified 2004-04-08 by System |
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