Cronin James T, Goddard Jerome, Krivchenia Aaron, Shivaji Ratnasingham
Department of Biological Sciences Louisiana State University Baton Rouge Louisiana USA.
Department of Mathematics and Computer Science Auburn University Montgomery Montgomery Alabama USA.
Ecol Evol. 2023 Nov 20;13(11):e10753. doi: 10.1002/ece3.10753. eCollection 2023 Nov.
Movement behavior is central to understanding species distributions, population dynamics and coexistence with other species. Although the relationship between conspecific density and emigration has been well studied, little attention has been paid to how interspecific competitor density affects another species' movement behavior. We conducted releases of two species of competing flour beetles at different densities, alone and together in homogeneous microcosms, and tested whether their recaptures-with-distance were well described by a random-diffusion model. We also determined whether mean displacement distances varied with the release density of conspecific and heterospecific beetles. A diffusion model provided a good fit to the redistribution of and at all release densities, explaining an average of >60% of the variation in recaptures. For both species, mean displacement (directly proportional to the diffusion rate) exhibited a humped-shaped relationship with conspecific density. Finally, we found that both species of beetle impacted the within-patch movement rates of the other species, but the effect depended on density. For in the highest density treatment, the addition of equal numbers of or had the same effect, with mean displacements reduced by approximately one half. The same result occurred for released at an intermediate density. In both cases, it was total beetle abundance, not species identity that mattered to mean displacement. We suggest that displacement or diffusion rates that exhibit a nonlinear relationship with density or depend on the presence or abundance of interacting species should be considered when attempting to predict the spatial spread of populations or scaling up to heterogeneous landscapes.
运动行为对于理解物种分布、种群动态以及与其他物种的共存至关重要。尽管同种密度与迁出之间的关系已得到充分研究,但种间竞争密度如何影响另一物种的运动行为却很少受到关注。我们在均匀的微观环境中以不同密度单独和共同释放了两种竞争的面粉甲虫,并测试了它们的距离重捕情况是否能用随机扩散模型很好地描述。我们还确定了平均位移距离是否随同种和异种甲虫的释放密度而变化。扩散模型对所有释放密度下的[物种名称1]和[物种名称2]的重新分布都有很好的拟合,解释了重捕中平均>60%的变异。对于这两个物种,平均位移(与扩散速率成正比)与同种密度呈现出驼峰状关系。最后,我们发现两种甲虫都影响了另一物种在斑块内的运动速率,但这种影响取决于密度。在最高密度处理中,添加等量的[物种名称2]或[物种名称1]对[物种名称1]有相同的效果,平均位移减少了约一半。在中等密度下释放[物种名称2]时也出现了相同的结果。在这两种情况下,可以看出对平均位移有影响的是甲虫的总丰度,而非物种身份。我们建议,在试图预测种群的空间扩散或扩大到异质景观时,应考虑与密度呈现非线性关系或取决于相互作用物种的存在或丰度的位移或扩散速率。