会议专题

Ecological Risk analysis models based on the emergy value of ecosystem services: a case study of Gansu province in China

Ecological risk analysis is a new marginal subject that studies issues on risk theory, modern ecology and environmental science, etc. Currently, quantitative assessing and integrative study of ecological risk is a significant issue in the world. At the macrocosm scale we have a practice study on risk analysis based on the value of ecosystem services by integrating the quantification of the value of ecosystem services with the model of risk analysis. We establish an ecological risk analysis models: the model of ecological value at risk (EVR) and the information diffusion model. They provide a quantitative method for the ecological risk analysis. Based on the models and the method for evaluating the value of ecosystem services: emergy value of ecosystem services, We select Gansu province in western China, as an example for application of our study. According to the historical data (1980-2001), we calculate the emergy value of ecosystem services in Gansu province and use the EVR model to estimate value of ecosystem services at risk under certain confidence level. First, we calculate the value of EVR. Such as the confidence level is 95%, the value of EVR of the emergy value is 6.30E+21.Secondly, we evaluate the risk index of Gansus ecosystems. Finally, we evaluate the estimated value of ecosystem services at risk. when the given emergy value is 4.00E+21 sej, the estimated value is 0.6685. It means that the probability of the emergy value at risk in next year bigger than 4.00E+21 sej is 0.6685.

ecological risk analysis EVR model Risk indez information diffusion model value of ecosystem services emergy

Sheng Zhao Zizhen Li

Marine Science College Zhejiang Ocean University Zhoushan 316000, China Department of Mathematics Lanzhou University Lanzhou 730000, China

国际会议

The 2nd International Conference on Bioinformatics and Biomedical Engineering(iCBBE 2008)(第二届生物信息与生物医学工程国际会议)

上海

英文

4463-4469

2008-05-16(万方平台首次上网日期,不代表论文的发表时间)