| 词汇 | example_english_periodic-orbit |
| 释义 | periodic orbitcollocation in Englishmeanings of periodicand orbitThese words are often used together. Click on the links below to explore the meanings. Or, see other collocations with orbit. periodic adjective uk /ˌpɪə.riˈɒd.ɪk/ us /ˌpɪr.iˈɑː.dɪk/ happening repeatedly over a period ... See more at periodic orbit noun[C or U] uk /ˈɔː.bɪt/ us /ˈɔːr.bɪt/ the curved path through which objects in space move around a planet ... See more at orbit Examples of periodic orbitThese examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors. In this bifurcation the geometrical splitting of the tangent space is preserved but the expansion in the unstable direction degenerates near a periodicorbit. In these bifurcations either a periodicorbit or a periodic interval disappears to give rise to chaotic bursts. It is strongly chain transitive provided every pair of points belong to a common cyclic chain or periodicorbit. Due to fractal basin boundaries, long chaotic transients appear before the system falls into a periodicorbit. Their arguments form periodicorbit(s) of the map (so, they are rational numbers). In addition, we require that the basic set is non-trivial, meaning that it does not coincide with a periodicorbit. Then the orbit of c is attracted to a periodicorbit, a contradiction. Assume that (c) is not a periodicorbit and that c does not belong to a solenoidal set. On the other hand, subexponential instability may be observed if there exists certain non-hyperbolic periodicorbit. A characteristic property of the iterative behaviour of sup-norm non-expansive maps is that every bounded orbit converges to a periodicorbit. We exhibit the easily identified maximal automorphic factor in the presence of either a stable periodicorbit or a cycle of intervals (finitely renormalizable). Namely, that there always exists a periodicorbit with conjugate points. A point whose limit set is an attracting periodicorbit will be called sinking. If a periodicorbit generates a basin cell, there are a countable number of ways of choosing its basin cell. Any point x which is not in a binding periodicorbit returns to a rigid surface in a finite (but not uniformly bounded) time. These examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors. Want to learn more? Go to the definition of periodic Go to the definition of orbit See other collocations with orbit |
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