电子和生物电路和系统的参数特性

R. Stoop, Florian Gomez, Rolf Schonenberger, C. Baumann, R. Stoop
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引用次数: 0

摘要

给定的电子电路在参数变化时能表现出什么样的行为,这是电气工程的基本问题。为了根据需要有效地调整行为,比如从稳定到不稳定,或者在稳定或不稳定的周期之间,了解系统(一般和具体)如何依赖于参数是至关重要的。虾或燕尾是产生固定稳定周期性行为的一般特征参数空间区域。通过将参数空间划分为稳定和不稳定的动力行为,他们提供了这样的指导。在应用中,虾首先在激光系统和电子电路的背景下被详细描述,但它仍然不知道它们是否也可以在生物物理学的现实模型中被发现(如果是这样,生物学是否利用它作为另一种计算范式)。在这里,我们提供了它们存在的第一个明确的例子。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Parameter properties of electronic and biological circuits and systems
The question what behaviors can be exhibited by a given electronic circuit upon variation of the parameters, is fundamental to electrical engineering. To efficiently adapt behavior according to need, say from stability to instability, or among stable or unstable periodicities, it is crucial to know how systems (generically and specifically) depend on parameters. Shrimps or swallow-tails are generic, characteristic parameter space regions that yield fixed stable periodic behavior. By dividing the parameter space into stable and unstable dynamical behavior, they provide such guidelines. In applications, shrimps have first been described at great details in the context of laser systems and electronic circuits, but it is still unknown whether they could also be found in realistic models of biophysics (and if so, whether biology exploits this as an alternative computing paradigm). Here, we provide first explicit examples of their existence.
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