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觅食的翻车鱼和“最近邻”问题。

A foraging ocean sunfish and the 'nearest neighbor' problem.

机构信息

Faculty of Aerospace Engineering, Technion, Haifa 32000, Israel.

出版信息

J Theor Biol. 2021 Jul 7;520:110679. doi: 10.1016/j.jtbi.2021.110679. Epub 2021 Mar 20.

Abstract

A predator that preys on randomly-distributed stationary energetically-equivalent small prey will probably choose its next prey to be the nearest one. But what if no prey is found within the detection range of the predator? It is hypothesized that in this case the predator will move along an arbitrary chosen direction until a prey is detected, and turn towards it. In a stochastic environment this strategy leads to a certain distribution function of distances that the predator moves between consequent prey catches. It is shown that when the detection range of the predator exceeds the average distance between prey, this distribution function becomes the nearest neighbor distribution function, whereas; wherew when the detection range is small as compared with the average distance between prey, it becomes the exponential distribution, as the distribution of distances between neighbors on a line. In the first case, the average distance between catches becomes roughly half the average distance between prey; in the second case, it becomes inversely proportional to the square of the detection range. Ocean sunfish preys on practically stationary jellyfish at depth of more than a hundred meters, in dim light. Plausibly, it can detect jellyfish only at close quarters, and hence its detection range is probably small as compared with the average distance between prey. Analysis of the tracking data from seven animals over a few days yielded many thousands of swimming segments separating consequent prey catches. Indeed, lengths of these segments were shown to have the exponential distribution. This finding not only supports the initial hypothesis of this study, but also reveals the fragility of the energetic balance of this animal. A two-fold decrease in the detection range (e.g. due to a decreased visibility) is expected to increase the average distance it moves between catches four-fold, and hence decrease its specific energy intake (the number of jellyfishes per distance moved) by the same rate.

摘要

一种以随机分布的静止且能量等效的小型猎物为食的捕食者,很可能会选择最近的猎物作为下一个捕食目标。但是,如果在捕食者的探测范围内没有发现猎物呢?假设在这种情况下,捕食者将沿着任意选择的方向移动,直到发现猎物并转向它。在随机环境中,这种策略会导致捕食者在连续捕食之间移动的距离出现一定的分布函数。结果表明,当捕食者的探测范围超过猎物之间的平均距离时,该分布函数将成为最近邻分布函数,而当捕食者的探测范围小于猎物之间的平均距离时,它将成为指数分布,就像在线上邻居之间的距离分布一样。在第一种情况下,捕获之间的平均距离大约变为猎物之间平均距离的一半;在第二种情况下,它与探测范围的平方成反比。翻车鱼在 100 多米深、微光的环境中以几乎静止的水母为食。合理地说,它只能近距离检测到水母,因此其探测范围可能与猎物之间的平均距离相比较小。对来自 7 只动物在几天内的跟踪数据进行分析,得到了数千个游泳段,这些游泳段将连续的猎物捕获分开。实际上,这些段的长度被证明呈指数分布。这一发现不仅支持了本研究的初始假设,还揭示了这种动物能量平衡的脆弱性。探测范围减少两倍(例如由于能见度降低)预计会使捕食者在连续捕食之间移动的平均距离增加四倍,从而使它的特定能量摄入(每移动距离的水母数量)同样降低两倍。

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