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The dynamics of ecosystem restoration: theoretical considerations on the basis of species richness

机译:生态系统恢复的动力学:基于物种丰富度的理论考虑

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Much recent research on ecosystem restoration has focused on specific cases, restoration mechanisms, and techniques in the field. However, there has been less emphasis on the theoretical aspects. Here, species richness is considered as an indicator of ecosystem restoration. The dynamic process of ecosystem restoration is put into a coordinate system consisting of species richness s and time t. The factors affecting ecosystem restoration are introduced into the system to develop dynamic models describing the ecosystem restoration process. We propose that the forces controlling the restoration process include ecosystem restoration force (F (1)), disturbance force (F (2)), environmental resistance force (F (3)), resistance force to disturbance (F (4)), and the resultant force F, and develop models for their calculation. These forces are functions of time, climate, species immigration rate, disturbance, species richness, and soil nutrient heterogeneity. Disturbance force (F (2)) and resistance force to disturbance (F (4)) are positively related to species richness. Our models suggest that the velocity differential psi of the change in species richness is inversely proportional to species richness and directly proportional to the resultant force F of ecosystem restoration. In the presence of a harmful disturbance, species richness is always lower than maximum species richness s (m). The lower the primary richness s (0) and immigration rate r in ecosystem restoration, the more obvious the logistic characteristics of the curve of the dynamic process. The dynamic models can be used to predict the restoration of species richness and analyze its dynamic mechanism, and assess the potential for ecosystem restoration. This integrated approach provides a new understanding of ecosystem restoration.
机译:最近有关生态系统恢复的许多研究都集中在特定案例,恢复机制和该领域的技术上。但是,理论方面的关注较少。在这里,物种丰富度被认为是生态系统恢复的指标。生态系统恢复的动态过程被置于一个由物种丰富度s和时间t组成的坐标系中。将影响生态系统恢复的因素引入系统,以开发描述生态系统恢复过程的动态模型。我们建议控制恢复过程的力包括生态系统恢复力(F(1)),干扰力(F(2)),环境抵抗力(F(3)),对干扰的抵抗力(F(4)),和合力F,并开发用于计算的模型。这些力是时间,气候,物种迁移率,扰动,物种丰富度和土壤养分异质性的函数。干扰力(F(2))和抗干扰力(F(4))与物种丰富度成正相关。我们的模型表明,物种丰富度变化的速度差psi与物种丰富度成反比,与生态系统恢复的合力F成正比。在存在有害干扰的情况下,物种丰富度始终低于最大物种丰富度s(m)。生态系统恢复中的原始丰富度s(0)和移民率r越低,动态过程曲线的逻辑特性越明显。动态模型可用于预测物种丰富度的恢复并分析其动态机制,并评估生态系统恢复的潜力。这种综合方法为生态系统恢复提供了新的认识。

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