タイトル | Nature's Autonomous Oscillators |
本文(外部サイト) | http://hdl.handle.net/2060/20120009861 |
著者(英) | Mayr, H. G.; Schnetzler, R.; Mayr, M.; Yee, J.-H. |
著者所属(英) | NASA Goddard Space Flight Center |
発行日 | 2012-01-01 |
言語 | eng |
内容記述 | Nonlinearity is required to produce autonomous oscillations without external time dependent source, and an example is the pendulum clock. The escapement mechanism of the clock imparts an impulse for each swing direction, which keeps the pendulum oscillating at the resonance frequency. Among nature's observed autonomous oscillators, examples are the quasi-biennial oscillation and bimonthly oscillation of the Earth atmosphere, and the 22-year solar oscillation. The oscillations have been simulated in numerical models without external time dependent source, and in Section 2 we summarize the results. Specifically, we shall discuss the nonlinearities that are involved in generating the oscillations, and the processes that produce the periodicities. In biology, insects have flight muscles, which function autonomously with wing frequencies that far exceed the animals' neural capacity; Stretch-activation of muscle contraction is the mechanism that produces the high frequency oscillation of insect flight, discussed in Section 3. The same mechanism is also invoked to explain the functioning of the cardiac muscle. In Section 4, we present a tutorial review of the cardio-vascular system, heart anatomy, and muscle cell physiology, leading up to Starling's Law of the Heart, which supports our notion that the human heart is also a nonlinear oscillator. In Section 5, we offer a broad perspective of the tenuous links between the fluid dynamical oscillators and the human heart physiology. |
NASA分類 | Life Sciences (General) |
レポートNO | GSFC.JA.00224.2012 |
権利 | Copyright, Distribution as joint owner in the copyright |
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