生境破坏的空间结构对集合种群续存的影响

生境破坏及其影响是生态学亟待解决的问题之一,目前的研究主要集中在破坏数量,即遭破坏生境的比例,对物种续存的影响方面;其中最主要的结论是Levins原理和适合生境斑块最小数量(MASH),而关于生境破坏的空间结构的研究却比较稀少,在本文中,我们首先将偶对近似引入到集合种群的研究当中,并替代原有的均匀场假设.然后我们对生境破坏导致的集合种群大小、空间结构以及分布等做了全面讨论.结果显示:随破坏比例的增加,集合种群大小将下降并且其分布将远离破坏生境.进一步聚集式分布结构将瓦解.随着破坏规则化的下降,集合种群将萎缩并使其聚集结构崩溃,在破坏生境周围集合种群起初将增加然后迅速消失.根据这些结果,我们可以对边界效应进行分析:不能用破坏比例描述生境破坏的程度和影响,而只能用破坏区域边界的长短来描述.根据边界效应,我们可以得出在一连通生境上物种保护的条件是生境破坏后剩余的适合生境比例应该大于破坏前原始生境的一半.居住在斑块环境中的物种比连续生境中生存的物种可以更好地抵抗生境破坏带来的影响.     

生境变化对集合种群系统生态效应的影响

通过大量的数值模拟发现 :生境恢复或扩展将导致集合种群的强弱序由自然数的顺序规律演变为奇数种群强 -偶数种群弱 ,同时集合种群里的最优秀种群将迅速扩张、发展为更为强大的最优势种。而当生境遭受到破坏 (毁坏 ) ,集合种群里的最优秀种群将迅速地伦为最弱者。如果栖息地的毁坏率大于集合种群优势种对栖息地的占有率 ,不仅集合种群里的优势种群将不可避免地灭绝 ,伴随最优秀种群走向灭绝的种群依次还有第二、第三、第四强等的种群。同时 ,将导致集合种群的强弱序由自然数的顺序规律演变为偶数种群强 -奇数种群弱。     

生境变化对集合种群系统生态效的影响

通过大量的数值模拟发现：生境恢复或扩展将导致集合种群的强弱序由自然数的顺序规律演变为奇数种群强－偶数种群弱,同时集合种群里的最优秀种群将迅速扩张,发展为更为强大的最优势种,而当生境遭受到破坏（毁坏）,集合种群里的最优秀种群将迅速地伦为最弱者,如果栖息地的毁坏率大于集合种群优势种对栖息地的占有率,不仅集合种群里的优势种群将不可避免地灭绝,伴随最优秀种群走向灭绝的种群依次还有第二、第三、第四强等的种群。同时将导致集合种群的强弱序由自然数的顺序规律演变为偶数种群强－奇数种群弱。     

集合种群动态:理论与应用

集合种群是指一相对独立地理区域内各个局域种群的集合,这些局域种群通过一定程度的个体迁移而连结在一起。集合种群理论是生态学最新分支领域——空间生态学的主要研究途径之一;它关注的是局域种群之间个体迁移的动力学后果,以及具有不稳定局域种群物种的区域续存的条件。本文较为全面地介绍了集合种群理论的基本内容,并展望其应用前景。     

集合种群动态对栖息地毁坏时空异质性的响应

栖息地毁坏既有时间异质性,也有空间异质性,而以往的研究往往只关注其中的一种。将两种不同的异质性共同引入到元胞自动机中,模拟了集合种群动态对栖息地毁坏时空异质性的响应。发现,在随机离散的栖息地毁坏下,由于物种的迁移繁殖力受栖息地毁坏的影响很大,迁移繁殖力弱而竞争力强的物种先灭绝。在连续的栖息地毁坏下,物种的迁移繁殖力受栖息地毁坏的影响较小,物种的灭绝由竞争力和迁移繁殖力共同决定:在有绝对优势种的群落里,种间竞争显著,弱物种先灭绝,而在没有绝对优势种的群落里,种间竞争较小,则以强物种先灭绝。因此,随机毁坏不利于强物种续存,而连续毁坏则不利于具有绝对优势种群的群落里的弱物种续存。在实际开发某一栖息地时,根据集合种群结构和被保护的对象采取相应的开发模式。     

相互作用的集合种群研究动态

在集合种群水平上,两个或更多物种可以生活在同一个斑块网络中而没有相互作用.但在很多情况下,种间的相互作用会影响种群的迁移率、灭绝率和侵占率,从而调节相应物种的集合种群动态.这方面的研究主要有集合种群水平上物种之间的竞争、捕食以及在没有任何环境异质性的条件下物种在空间上聚集分布的产生和维持等.综述了近年来关于集合种群水平上的竞争,捕食者和猎物系统以及捕食与复杂空间动态的最新研究成果.     

高阶作用对植物-传粉者-植食动物集合群落续存的影响

高阶作用通常指一个物种对另外两个物种之间相互作用强度的影响,对物种共存、群落构建及生物多样性具有重要影响。在集合种群水平上考虑了植食动物对动植物传粉关系造成的高阶作用,以及植食动物对传粉者的间接作用。通过分析基本生态过程,建立植物-传粉者-植食动物的集合群落模型,模型清楚地展示高阶作用和间接作用,可以用来研究它们对集合群落稳定性和续存的影响。结果表明：(1)互惠关系在集合群落尺度上会引起双稳态现象,说明了群落动态对初始条件的依赖性;(2)正高阶作用能够扩大集合群落双稳态的参数范围,负高阶作用和间接作用缩小它的参数范围,但都不会从本质上改变双稳态现象;(3)正高阶作用能够降低集合群落的灭绝阈值,增加集合群落稳定时的占有率,有利于集合群落续存,而负高阶作用和间接作用不利于续存。研究结果说明高阶和间接作用对调节多物种系统动态和物种共存具有重要作用。     

具年龄结构的种群在破碎化生境中的空间分布模型

随着人类和其他生物赖以生存的环境破碎化程度的加剧,许多以前是连续分布的物种,目前不得不在破碎化生境(斑块)中求生存,所以,种群在破碎化生境(斑块)中分布问题的研究对生物保护和生境重建意义重大．本文运用Leslie矩阵和Markov链建立了一个具年龄结构的种群在破碎化生境中随时间动态变化的分布模型,讨论了种群在该生境中持续存在以及灭绝的条件．     

集合种群的理论框架与应用研究进展

集合种群的研究是当今国际生态学的重要前沿与热点。随着全球范围的生境破坏和破碎化,集合种群的研究方法已成为数学生态学、理论生态学和保护生物学的重要手段。由于其迅速的发展,集合种群的概念与理论得到迅速扩展与丰富。为了能总观集合种群进展的全局并开展进一步的工作．首先对集合种群的已有概念、理论和模型做了全面的分析和总结;其次对集合种群的发展和概念进行了探讨,以集合种群模型的中心框架：Levins的斑块占据模型为基础,展开对其它原理、效应和机制的探讨;主要包括了Levins原理．即当生境遭到破坏时,空斑块比例在集合种群灭绝前保持不变,然后还分析了Allee效应(集合种群的Allee效应主要是由于建群困难和扩散损失造成的);第三,分析了援救效应：迁入个体可以降低斑块中现有局域种群的灭绝风险。援救效应会增强集合种群的生存力,使空斑块比例下降。第四,探讨了两竞争集合种群的共存机制,即竞争,侵占妥协,其共存机制为空间生境中物种共存提供了有力的理论解释。最后,对集合种群群落中的灭绝债务进行了讨论。并给出了2种最为主要的集合种群空间模拟方法。     

集合种群与生物多样性保护

集合种群的概念受到空前的重视,其精髓是强调物种受局域和区域两个空间尺度上生态学过程的共同作用。主要介绍了集合种群概念的由来、集合种群动态理论以及集合种群理论在生物多样性保护及生物防治中一些可能的应用。     

The effect of conspecific attraction on metapopulation dynamics

Random dispersal direction is assumed in all current metapopulation models. This assumption is called into question by recent experiments demonstrating that some species disperse preferentially to sites occupied by conspecifies. We incorporate conspecific attraction into two metapopulation models which differ in type of dispersal, the Levins model and a two-dimensional stepping-stone model. In both models, conspecific attraction lowers the proportion of occupied habitat patches within a metapopulation at equilibrium.     

Structured models of metapopulation dynamics

I develop models of metapopulation dynamics that describe changes in the numbers of individuals within patches. These models are analogous to structured population models, with patches playing the role of individuals. Single species models which do not include the effect of immigration on local population dynamics of occupied patches typically lead to a unique equilibrium. The models can be used to study the distributions of numbers of individuals among patches, showing that both metapopulations with local outbreaks and metapopulations without outbreaks can occur in systems with no underlying environmental variability. Distributions of local population sizes (in occupied patches) can vary independently of the total population size, so both patterns of distributions of local population sizes are compatible with either rare or common species. Models which include the effect of immigration on local population dynamics can lead to two positive equilibria, one stable and one unstable, the latter representing a threshold between regional extinction and persistence.     

Spatial variation in branch size promotes metapopulation persistence in dendritic river networks

1. Despite years of attention, the dynamics of species constrained to disperse within riverine networks are not well captured by existing metapopulation models, which often ignore local dynamics within branches.
2. We develop a modelling framework, based on traditional metapopulation theory, for patch occupancy dynamics subject to local colonisation–extinction dynamics within branches and regional dispersal between branches in size-structured, bifurcating riverine networks. Using this framework, we investigate whether and how spatial variation in branch size affects species persistence for dendritic systems with directional dispersal, including one-way (up- or downstream only) and two-way (both up- and downstream) dispersal.
3. Variation in branch size generally promotes species persistence more obviously at higher relative extinction rate, suggesting that previous studies ignoring differences in branch size in real riverine systems might overestimate species extinction risk.
4. Two-way dispersal is not always superior to one-way dispersal as a strategy for metapopulation persistence especially at high relative extinction rate. The type of dispersal that maximises species persistence is determined by the hierarchical level of the largest, and hence most influential, branch within the network. When considering the interactive effects of up- and downstream dispersal, we find that moderate upstream-biased dispersal maximises metapopulation viability, mediated by spatial branch arrangement.
5. Overall, these results suggest that both branch-size variation and species traits interact to determine species persistence, theoretically demonstrating the ecological significance of their interplay.

     

集聚效应下的集合种群动力模式

引入种群集聚度和集聚效应的概念,通过建立物种的集聚效应模型,结合经典的Tilman集合种群模式,创建了集聚效应下的集合种群动力模式。通过大量的数值模拟分析栖息地未毁坏下的集合种群演化规律与集聚效应的关系,得到:(1)即使生境没有毁坏,种群的集聚效应也会影响种群的演化。(2)集合种群系统中不同种群对集聚效应反应有异同,相同点是各种群都要经历一段准周期波动才达到平衡态。不同点是不同种群对集聚效应反应的强度不一致,竞争能力越强的种群准周期波动的振幅越大,频率越低。竞争能力越弱的种群准周期波动的振幅越小,频率越高。(3)不同的群落对集聚效应的响应也不一致。优势种群相对明显的群落对集聚效应的响应幅度相对较小。(4)在优势种群明显的群落中,集聚效应对弱物种非常不利,弱物种很有可能由于集聚效应而灭绝。(5)群落或n集合种群里的各种群的集聚效应和建群种(或最优势种)的强弱是决定景观生态序的最为重要的2个因素。(6)每个物种对不同的不适集聚程度的响应不一致。不适集聚程度越大,物种演化波动幅度越大,频率越高。     

Increasing frequency of low summer precipitation synchronizes dynamics and compromises metapopulation stability in the Glanville fritillary butterfly

Climate change is known to shift species'' geographical ranges, phenologies and abundances, but less is known about other population dynamic consequences. Here, we analyse spatio-temporal dynamics of the Glanville fritillary butterfly (Melitaea cinxia) in a network of 4000 dry meadows during 21 years. The results demonstrate two strong, related patterns: the amplitude of year-to-year fluctuations in the size of the metapopulation as a whole has increased, though there is no long-term trend in average abundance; and there is a highly significant increase in the level of spatial synchrony in population dynamics. The increased synchrony cannot be explained by increasing within-year spatial correlation in precipitation, the key environmental driver of population change, or in per capita growth rate. On the other hand, the frequency of drought during a critical life-history stage (early larval instars) has increased over the years, which is sufficient to explain the increasing amplitude and the expanding spatial synchrony in metapopulation dynamics. Increased spatial synchrony has the general effect of reducing long-term metapopulation viability even if there is no change in average metapopulation size. This study demonstrates how temporal changes in weather conditions can lead to striking changes in spatio-temporal population dynamics.     

Chaotic dynamics may determine the effect of inter-patch migration on metapopulation survival

A simple, strategic model of a system of habitat fragments connected by conservation corridors is presented. The intrinsic dynamics of the population on each fragment are stochastic. In addition, at each generation there is a probability of a catastrophic event occurring which affects all the habitat fragments by greatly reducing the size of the population on each. Global extinction is considered to occur when all the populations simultaneously fall below a threshold value. If the intrinsic dynamics on each fragment are simple cycles or a stable equilibrium, then the addition of conservation corridors does not reduce the frequency of global extinction. This is because migration between fragments induces their populations to have values which are similar to each other. However, if the intrinsic population dynamics are chaotic then the probability of global extinction is greatly reduced by the introduction of conservation corridors. Although local extinction is likely, the chaos acts to oppose the synchronising effect of migration. Often a subset of the populations survive a catastrophe and can recolonize the other patches.     

桃一点斑叶蝉种群消长动态和空间分布型研究

研究探明了桃一点斑叶蝉Erythroneurasudra种群消长动态和空间分布型 ,结果表明 :该虫在桃园全年共出现 3个为害高峰 ,分别发生于 4月下旬、5月下旬和 8月上旬 ;该害虫在桃园中呈聚集型的负二项分布。讨论了适宜取样调查方法。