Arid
DOI10.3934/mbe.2024200
Nonlocal delay gives rise to vegetation patterns in a vegetation-sand model
Li, Jichun; Guo, Gaihui; Yuan, Hailong
通讯作者Li, JC
来源期刊MATHEMATICAL BIOSCIENCES AND ENGINEERING
ISSN1547-1063
EISSN1551-0018
出版年2024
卷号21期号:3页码:4521-4553
英文摘要The vegetation pattern generated by aeolian sand movements is a typical type of vegetation patterns in arid and semi-arid areas. This paper presents a vegetation-sand model with nonlocal interaction characterized by an integral term with a kernel function. The instability of the Turing pattern was analyzed and the conditions of stable pattern occurrence were obtained. At the same time, the multiple scales method was applied to obtain the amplitude equations at the critical value of Turing bifurcation. The spatial distributions of vegetation under different delays were obtained by numerical simulation. The results revealed that the vegetation biomass increased as the interaction intensity decreased or as the nonlocal interaction distance increased. We demonstrated that the nonlocal interaction between vegetation and sand is a crucial mechanism for forming vegetation patterns, which provides a theoretical basis for preserving and restoring vegetation.
英文关键词vegetation -sand model nonlocal delay multiple scale analysis amplitude equation
类型Article
语种英语
开放获取类型gold
收录类别SCI-E
WOS记录号WOS:001173180900001
WOS关键词REACTION-DIFFUSION MODEL ; TRAVELING-WAVES ; DYNAMICS ; WIND ; BIFURCATION ; ECOSYSTEMS ; STABILITY ; SYSTEMS ; EROSION
WOS类目Mathematical & Computational Biology
WOS研究方向Mathematical & Computational Biology
资源类型期刊论文
条目标识符http://119.78.100.177/qdio/handle/2XILL650/404894
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GB/T 7714
Li, Jichun,Guo, Gaihui,Yuan, Hailong. Nonlocal delay gives rise to vegetation patterns in a vegetation-sand model[J],2024,21(3):4521-4553.
APA Li, Jichun,Guo, Gaihui,&Yuan, Hailong.(2024).Nonlocal delay gives rise to vegetation patterns in a vegetation-sand model.MATHEMATICAL BIOSCIENCES AND ENGINEERING,21(3),4521-4553.
MLA Li, Jichun,et al."Nonlocal delay gives rise to vegetation patterns in a vegetation-sand model".MATHEMATICAL BIOSCIENCES AND ENGINEERING 21.3(2024):4521-4553.
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