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通过趋化作用解决迷宫问题。

Maze-solving by chemotaxis.

作者信息

Reynolds A M

机构信息

Rothamsted Research, Harpenden, Hertfordshire AL5 2JQ, UK.

出版信息

Phys Rev E Stat Nonlin Soft Matter Phys. 2010 Jun;81(6 Pt 1):062901. doi: 10.1103/PhysRevE.81.062901. Epub 2010 Jun 21.

Abstract

Here, we report on numerical simulations showing that chemotaxis will take a body through a maze via the shortest possible route to the source of a chemoattractant. This is a robust finding that does not depend on the geometrical makeup of the maze. The predictions are supported by recent experimental studies which have shown that by moving down gradients in pH , a droplet of organic solvent can find the shortest of multiple possible paths through a maze to an acid-soaked exit. They are also consistent with numerical and experimental evidence that plant-parasitic nematodes take the shortest route through the labyrinth of air-filled pores within soil to preferred host plants that produce volatile chemoattractants. The predictions support the view that maze-solving is a robust property of chemotaxis and is not specific to particular kinds of maze or to the fractal structure of air-filled channels within soils.

摘要

在此,我们报告数值模拟结果,结果表明趋化作用会使物体通过迷宫中通往化学引诱剂源头的最短路径。这是一个可靠的发现,并不依赖于迷宫的几何结构。这些预测得到了近期实验研究的支持,这些实验表明,通过沿着pH梯度移动,一滴有机溶剂能够在迷宫的多条可能路径中找到通往浸酸出口的最短路径。它们也与数值和实验证据一致,即植物寄生线虫会通过土壤中充满空气的孔隙迷宫,以最短路径找到产生挥发性化学引诱剂的偏好寄主植物。这些预测支持了这样一种观点,即解决迷宫问题是趋化作用的一个可靠特性,并非特定于某种特定类型的迷宫或土壤中充满空气的通道的分形结构。

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