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在澳大利亚发现的仙女圈支持自组织理论。

Discovery of fairy circles in Australia supports self-organization theory.

作者信息

Getzin Stephan, Yizhaq Hezi, Bell Bronwyn, Erickson Todd E, Postle Anthony C, Katra Itzhak, Tzuk Omer, Zelnik Yuval R, Wiegand Kerstin, Wiegand Thorsten, Meron Ehud

机构信息

Department of Ecological Modelling, Helmholtz Centre for Environmental Research - UFZ, 04318 Leipzig, Germany;

Department of Solar Energy and Environmental Physics, Blaustein Institutes for Desert Research, Ben-Gurion University of the Negev, Sede Boqer Campus 84990, Israel; The Dead-Sea and Arava Science Center, Tamar Regional Council, Israel;

出版信息

Proc Natl Acad Sci U S A. 2016 Mar 29;113(13):3551-6. doi: 10.1073/pnas.1522130113. Epub 2016 Mar 14.

Abstract

Vegetation gap patterns in arid grasslands, such as the "fairy circles" of Namibia, are one of nature's greatest mysteries and subject to a lively debate on their origin. They are characterized by small-scale hexagonal ordering of circular bare-soil gaps that persists uniformly in the landscape scale to form a homogeneous distribution. Pattern-formation theory predicts that such highly ordered gap patterns should be found also in other water-limited systems across the globe, even if the mechanisms of their formation are different. Here we report that so far unknown fairy circles with the same spatial structure exist 10,000 km away from Namibia in the remote outback of Australia. Combining fieldwork, remote sensing, spatial pattern analysis, and process-based mathematical modeling, we demonstrate that these patterns emerge by self-organization, with no correlation with termite activity; the driving mechanism is a positive biomass-water feedback associated with water runoff and biomass-dependent infiltration rates. The remarkable match between the patterns of Australian and Namibian fairy circles and model results indicate that both patterns emerge from a nonuniform stationary instability, supporting a central universality principle of pattern-formation theory. Applied to the context of dryland vegetation, this principle predicts that different systems that go through the same instability type will show similar vegetation patterns even if the feedback mechanisms and resulting soil-water distributions are different, as we indeed found by comparing the Australian and the Namibian fairy-circle ecosystems. These results suggest that biomass-water feedbacks and resultant vegetation gap patterns are likely more common in remote drylands than is currently known.

摘要

干旱草原中的植被间隙模式,比如纳米比亚的“仙女圈”,是大自然最大的谜团之一,其成因引发了激烈的争论。它们的特征是圆形裸土间隙呈小规模六边形排列,在景观尺度上均匀持续,形成均匀分布。模式形成理论预测,即使形成机制不同,在全球其他水资源有限的系统中也应该能发现这种高度有序的间隙模式。在此我们报告,在距离纳米比亚10000公里之外澳大利亚偏远内陆地区,存在着具有相同空间结构、此前未知的仙女圈。结合实地考察、遥感、空间模式分析以及基于过程的数学建模,我们证明这些模式是通过自组织形成的,与白蚁活动无关;驱动机制是与径流以及依赖生物量的入渗率相关的生物量 - 水正反馈。澳大利亚和纳米比亚仙女圈的模式与模型结果之间的显著匹配表明,这两种模式均源自非均匀稳态不稳定性,支持了模式形成理论的核心普遍性原则。应用于旱地植被的背景下,这一原则预测,即使反馈机制和由此产生的土壤 - 水分布不同,但经历相同不稳定性类型的不同系统将呈现出相似的植被模式,正如我们通过比较澳大利亚和纳米比亚仙女圈生态系统所发现的那样。这些结果表明,生物量 - 水反馈以及由此产生的植被间隙模式在偏远旱地可能比目前所知更为普遍。

相似文献

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Discovery of fairy circles in Australia supports self-organization theory.在澳大利亚发现的仙女圈支持自组织理论。
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本文引用的文献

1
Experiments Testing the Causes of Namibian Fairy Circles.测试纳米比亚仙女圈成因的实验
PLoS One. 2015 Oct 28;10(10):e0140099. doi: 10.1371/journal.pone.0140099. eCollection 2015.
2
Gradual regime shifts in fairy circles.仙女圈中的渐进状态转变。
Proc Natl Acad Sci U S A. 2015 Oct 6;112(40):12327-31. doi: 10.1073/pnas.1504289112. Epub 2015 Sep 11.
5
Interplay between Turing mechanisms can increase pattern diversity.图灵机制的相互作用可以增加模式多样性。
Phys Rev Lett. 2014 Feb 21;112(7):078701. doi: 10.1103/PhysRevLett.112.078701. Epub 2014 Feb 20.
6
Regime shifts in models of dryland vegetation.干旱地区植被模型中的动态转变。
Philos Trans A Math Phys Eng Sci. 2013 Nov 4;371(2004):20120358. doi: 10.1098/rsta.2012.0358. Print 2013.
8
9
The life cycle and life span of Namibian fairy circles.纳米比亚仙女圈的生命周期和寿命。
PLoS One. 2012;7(6):e38056. doi: 10.1371/journal.pone.0038056. Epub 2012 Jun 27.
10
Periodic versus scale-free patterns in dryland vegetation.干旱区植被的周期性与无标度性模式。
Proc Biol Sci. 2010 Jun 7;277(1688):1771-6. doi: 10.1098/rspb.2009.2208. Epub 2010 Feb 4.

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