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通过数学建模和实地观察研究青蛙集体鸣叫中的时空动态。

Spatio-temporal dynamics in collective frog choruses examined by mathematical modeling and field observations.

作者信息

Aihara Ikkyu, Mizumoto Takeshi, Otsuka Takuma, Awano Hiromitsu, Nagira Kohei, Okuno Hiroshi G, Aihara Kazuyuki

机构信息

Brain Science Institute, RIKEN, Saitama 351-0198, Japan.

Graduate School of Informatics, Kyoto University, Kyoto 606-8501, Japan.

出版信息

Sci Rep. 2014 Jan 27;4:3891. doi: 10.1038/srep03891.

Abstract

This paper reports theoretical and experimental studies on spatio-temporal dynamics in the choruses of male Japanese tree frogs. First, we theoretically model their calling times and positions as a system of coupled mobile oscillators. Numerical simulation of the model as well as calculation of the order parameters show that the spatio-temporal dynamics exhibits bistability between two-cluster antisynchronization and wavy antisynchronization, by assuming that the frogs are attracted to the edge of a simple circular breeding site. Second, we change the shape of the breeding site from the circle to rectangles including a straight line, and evaluate the stability of two-cluster and wavy antisynchronization. Numerical simulation shows that two-cluster antisynchronization is more frequently observed than wavy antisynchronization. Finally, we recorded frog choruses at an actual paddy field using our sound-imaging method. Analysis of the video demonstrated a consistent result with the aforementioned simulation: namely, two-cluster antisynchronization was more frequently realized.

摘要

本文报道了对雄性日本树蛙鸣叫群体时空动态的理论和实验研究。首先,我们将它们的鸣叫时间和位置理论建模为一个耦合移动振荡器系统。通过假设青蛙被吸引到一个简单圆形繁殖地的边缘,对该模型的数值模拟以及序参量的计算表明,时空动态在双簇反同步和波状反同步之间呈现双稳性。其次,我们将繁殖地的形状从圆形改变为包括直线的矩形,并评估双簇和波状反同步的稳定性。数值模拟表明,双簇反同步比波状反同步更常被观察到。最后,我们使用我们的声成像方法在实际稻田中记录了蛙鸣群体。视频分析显示了与上述模拟一致的结果:即双簇反同步更常实现。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1c60/5384602/e13b56cabbe2/srep03891-f1.jpg

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