• Title of article

    Cosmic emergy based ecological systems modelling

  • Author/Authors

    Chen، نويسنده , , H. and Chen، نويسنده , , G.Q. and Ji، نويسنده , , X.، نويسنده ,

  • Issue Information
    روزنامه با شماره پیاپی سال 2010
  • Pages
    29
  • From page
    2672
  • To page
    2700
  • Abstract
    Ecological systems modelling based on the unified biophysical measure of cosmic emergy in terms of embodied cosmic exergy is illustrated in this paper with ecological accounting, simulation and scenario analysis, by a case study for the regional socio-economic ecosystem associated with the municipality of Beijing. An urbanized regional ecosystem model with eight subsystems of natural support, agriculture, urban production, population, finance, land area, potential environmental impact, and culture is representatively presented in exergy circuit language with 12 state variables governing by corresponding ecodynamic equations, and 60 flows and auxiliary variables. To characterize the regional socio-economy as an ecosystem, a series of ecological indicators based on cosmic emergy are devised. For a systematic ecological account, cosmic exergy transformities are provided for various dimensions including climate flows, natural resources, industrial products, cultural products, population with educational hierarchy, and environmental emissions. For the urban ecosystem of Beijing in the period from 1990 to 2005, ecological accounting is carried out and characterized in full details. Taking 2000 as the starting point, systems modelling is realized to predict the urban evolution in a one hundred time horizon. For systems regulation, scenario analyses with essential policy-making implications are made to illustrate the long term systems effects of the expected water diversion and rise in energy price.
  • Keywords
    Systems ecology , Emergy , Regional economy , Cosmic exergy , Urban study
  • Journal title
    Communications in Nonlinear Science and Numerical Simulation
  • Serial Year
    2010
  • Journal title
    Communications in Nonlinear Science and Numerical Simulation
  • Record number

    1535297