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极限环 (查看源代码)

2020年11月20日 (五) 21:32的版本

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* Aerodynamic limit-cycle oscillations<ref>{{citation | last =Thomas| first =Jeffrey P.| last2 =Dowell| first2 =Earl H.| last3 =Hall| first3 =Kenneth C.| title =Nonlinear Inviscid Aerodynamic Effects on Transonic Divergence, Flutter, and Limit-Cycle Oscillations| journal =AIAA Journal| volume =40| issue =4| pages =638| publisher =American Institute of Aeronautics and Astronautics| url=https://mems.duke.edu/files/mems/thomas/downloads/hblco.pdf| access-date = December 9, 2019 | bibcode =2002AIAAJ..40..638T| year =2002| doi =10.2514/2.1720}}</ref>

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* Aerodynamic limit-cycle oscillations<ref>{{citation | last =Thomas| first =Jeffrey P.| last2 =Dowell| first2 =Earl H.| last3 =Hall| first3 =Kenneth C.| title =Nonlinear Inviscid Aerodynamic Effects on Transonic Divergence, Flutter, and Limit-Cycle Oscillations| journal =AIAA Journal| volume =40| issue =4| pages =638| publisher =American Institute of Aeronautics and Astronautics| url=https://mems.duke.edu/files/mems/thomas/downloads/hblco.pdf| access-date = December 9, 2019 | bibcode =2002AIAAJ..40..638T| year =2002| doi =10.2514/2.1720}}</ref> 空气动力学极限环振荡

* The [[Hodgkin–Huxley model]] for [[action potential]]s in [[neuron]]s.

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* Some non-linear [[Electrical Circuit|electrical circuits]] exhibit limit cycle oscillations,<ref>{{Cite journal|last=Ginoux|first=Jean-Marc|last2=Letellier|first2=Christophe|date=2012-04-30|title=Van der Pol and the history of relaxation oscillations: Toward the emergence of a concept|journal=Chaos: An Interdisciplinary Journal of Nonlinear Science|volume=22|issue=2|pages=023120|doi=10.1063/1.3670008|pmid=22757527|issn=1054-1500|arxiv=1408.4890|bibcode=2012Chaos..22b3120G}}</ref> which inspired the original [[Van der Pol oscillator|Van der Pol model]].

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== See also ==

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