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摘要
We investigate the behavior of a typical trajectory in a funnel type Rossler attractor. Using a suitable averaging method, we propose to describe the originally more difficult time-continuous chaotic behavior of the system using an approximate four-parameter surrogate iteration scheme. This approach has the merits of helping one see more easily how the height of the peaks and the peak-to-peak durations vary as one tunes the system parameters. Our analytical results compare favorably well with those obtained through the numerical integration of the system. Published by AIP Publishing.
- 出版日期2017-7
