Nonlinear Dynamics of the Movement of the Venus Flytrap

作者：Li Yongfeng; Lenaghan Scott C; Zhang Mingjun^*

来源：Bulletin of Mathematical Biology, 2012, 74(10): 2446-2473.

DOI：10.1007/s11538-012-9760-y

• Plant movement
• Nonlinear dynamics and analysis
• Bistability

The Venus flytrap has long been regarded as one of the most amazing examples of movement in the plant kingdom. The trapping ability of the flytrap consists of three unique features. First, trap closure represents one of the fastest movements in the plant kingdom. Second, a decision-making stage allows the plant to "decide" whether to completely close or open the trap, based on stimuli provided from the trapped object. Finally, the Venus flytrap contains a "memory function" that requires two mechanical stimuli within about 30 seconds to initiate trap closure. The movement involved in trap closure consists of nonlinear dynamics that have not been well understood. By understanding the movement, through nonlinear dynamics analysis, it will be possible to better understand this biological process. A mathematical model describing the movement of the Venus flytrap was first proposed by the authors in Yang et al., Plant Signal. Behav. 5(8), 968-978 (2010). In the current work, the earlier research has been advanced and an in-depth nonlinear and control analysis of the dynamic process has been provided.

• 出版日期2012-10