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自由奔跑蟑螂的节段间耦合与扰动恢复

Intersegmental coupling and recovery from perturbations in freely running cockroaches.

作者信息

Couzin-Fuchs Einat, Kiemel Tim, Gal Omer, Ayali Amir, Holmes Philip

机构信息

Department of Mechanical and Aerospace Engineering, Princeton University, NJ 08544, USA Department of Zoology, Tel Aviv University, Tel Aviv 6997801, Israel

Department of Kinesiology, University of Maryland, College Park, MD 20742, USA.

出版信息

J Exp Biol. 2015 Jan 15;218(Pt 2):285-97. doi: 10.1242/jeb.112805.

Abstract

Cockroaches are remarkably stable runners, exhibiting rapid recovery from external perturbations. To uncover the mechanisms behind this important behavioral trait, we recorded leg kinematics of freely running animals in both undisturbed and perturbed trials. Functional coupling underlying inter-leg coordination was monitored before and during localized perturbations, which were applied to single legs via magnetic impulses. The resulting transient effects on all legs and the recovery times to normal pre-perturbation kinematics were studied. We estimated coupling architecture and strength by fitting experimental data to a six-leg-unit phase oscillator model. Using maximum-likelihood techniques, we found that a network with nearest-neighbor inter-leg coupling best fitted the data and that, although coupling strengths vary among preparations, the overall inputs entering each leg are approximately balanced and consistent. Simulations of models with different coupling strengths encountering perturbations suggest that the coupling schemes estimated from our experiments allow animals relatively fast and uniform recoveries from perturbations.

摘要

蟑螂是非常稳定的奔跑者,能从外部干扰中迅速恢复。为了揭示这一重要行为特征背后的机制,我们记录了自由奔跑动物在未受干扰和受干扰试验中的腿部运动学。在通过磁脉冲对单腿施加局部干扰之前和期间,监测腿间协调的功能耦合。研究了对所有腿部产生的瞬态效应以及恢复到干扰前正常运动学的时间。我们通过将实验数据拟合到一个六腿单元相位振荡器模型来估计耦合结构和强度。使用最大似然技术,我们发现具有最近邻腿间耦合的网络最符合数据,并且尽管不同标本的耦合强度有所不同,但进入每条腿的总体输入大致平衡且一致。对具有不同耦合强度的模型在遇到干扰时的模拟表明,从我们的实验中估计出的耦合方案使动物能够相对快速且均匀地从干扰中恢复。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/ecf9/4302167/253e51d359c5/JEB112805F1.jpg

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