墨西哥湾壁虱的空间显式随机模型

IF 3.2 3区 环境科学与生态学 Q2 ECOLOGY
Azmy S. Ackleh , Sankar Sikder , Ursula Trigos-Raczkowski , Amy Veprauskas , Holly Gaff
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引用次数: 0

摘要

蜱虫生态是复杂的,具有许多潜在的负面影响,包括疾病传播、宿主种群减少、动态变化和破坏整个生态系统的级联相互作用。这种负面影响可以通过仔细分析和了解蜱虫如何在景观中传播来减轻。在本文中,我们开发了一个阶段结构的空间显式随机模型的墨西哥湾沿岸蜱(GCT), Amblyomma maculatum。在这个模型中,每个蜱虫个体属于四个发育阶段中的一个:卵、幼虫、若虫或成虫。我们将二维景观划分为离散的空间斑块,并在这些斑块上模拟两种类型的蜱虫运动:(1)主动,蜱虫利用自己的能量移动;(2)被动,蜱虫通过宿主移动。利用二维网格景观,结合人口统计学随机性,研究了蜱虫在景观中的入侵,包括入侵速度、环境变异的意义以及异质生境对入侵的影响。我们还强调了成年蜱对入侵的重要影响,并提出了缓解蜱入侵负面影响的控制机制。该模型可适用于不同种类的蜱虫,以研究地理范围的扩展情况。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A spatially-explicit stochastic model for the Gulf Coast Tick
Tick ecology is complicated and has many potentially negative effects including disease transmission, host population declines, altered dynamics, and cascading interactions that disrupt entire ecological systems. Such negative effects could be mitigated through a careful analysis and understanding of how ticks disperse over a landscape. In this paper we develop a stage-structured spatially-explicit stochastic model for the Gulf Coast Tick (GCT), Amblyomma maculatum. In this model, each tick individual belongs to one of four developmental stages: egg, larvae, nymph, or adult. We divide a 2-dimensional landscape into discrete spatial patches and model two types of tick movement across these patches: (1) active where ticks use their own energy to move about or (2) passive where ticks move about through host movement. Using a two-dimensional grid landscape and incorporating demographic stochasticity, we investigate tick invasion across the landscape, including invasion speed, the significance of environmental variability, and the effect of heterogeneous habitats on invasion. We also highlight the significant impact that adult ticks have on invasion and suggest control mechanisms to alleviate the negative impacts of the tick invasion. This model can be adapted to apply to various tick species to study geographic range expansion scenarios.
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来源期刊
Ecological Modelling
Ecological Modelling 环境科学-生态学
CiteScore
5.60
自引率
6.50%
发文量
259
审稿时长
69 days
期刊介绍: The journal is concerned with the use of mathematical models and systems analysis for the description of ecological processes and for the sustainable management of resources. Human activity and well-being are dependent on and integrated with the functioning of ecosystems and the services they provide. We aim to understand these basic ecosystem functions using mathematical and conceptual modelling, systems analysis, thermodynamics, computer simulations, and ecological theory. This leads to a preference for process-based models embedded in theory with explicit causative agents as opposed to strictly statistical or correlative descriptions. These modelling methods can be applied to a wide spectrum of issues ranging from basic ecology to human ecology to socio-ecological systems. The journal welcomes research articles, short communications, review articles, letters to the editor, book reviews, and other communications. The journal also supports the activities of the [International Society of Ecological Modelling (ISEM)](http://www.isemna.org/).
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