生态系统动力学与稳定性的非平衡态热力学框架
A Non-equilibrium Thermodynamic Framework for the Dynamics and Stability of Ecosystems
摘要:
从非平衡热力学的角度研究相互作用物种生态系统的种群动态和稳定性,假设物种通过其生物和非生物相互作用是具有恒定外部约束的开放热力学系统中熵产生和交换的单元。在不可逆热力学的线性理论的背景下,这样一个系统将自然地朝着一个稳定的静止状态发展,其中生态系统内的熵的产生处于局部最小值。结果表明,这种极端条件导致方程的静态(稳态)种群动态的相互作用的物种,更一般的比Lotka-Volterra,和条件的参数的社区相互作用矩阵保证生态系统的稳定性。因此,在所提出的框架内,真实复杂生态系统的自相矛盾的稳定性得到了简单的解释。此外,它表明,热力学第二定律约束的物种间和物种内的相互作用系数的意义上保持稳定的演化过程中从一个固定状态到另一个。因此,在热力学第二定律和自然选择之间建立了牢固的联系。
英文摘要:
The population dynamics and stability of ecosystems of interacting species is studied from the perspective of non-equilibrium thermodynamics by assuming that species, through their biotic and abiotic interactions, are units of entropy production and exchange in an open thermodynamic system with constant external constraints. Within the context of the linear theory of irreversible thermodynamics, such a system will naturally evolve towards a stable stationary state in which the production of entropy within the ecosystem is at a local minimum value. It is shown that this extremal condition leads to equations for the stationary (steady) state population dynamics of interacting species, more general than those of Lotka-Volterra, and to conditions on the parameters of the community interaction matrix guaranteeing ecosystem stability. The paradoxical stability of real complex ecosystems thus has a simple explanation within the proposed framework. Furthermore, it is shown that the second law of thermodynamics constrains the inter- and intra-species interaction coefficients in the sense of maintaining stability during evolution from one stationary state to another. A firm connection is thus established between the second law of thermodynamics and natural selection.
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