Department of Chemical Engineering and Materials Science, University of California, Davis, Davis, CA 95616, USA.
J Hazard Mater. 2009 Dec 15;172(1):423-31. doi: 10.1016/j.jhazmat.2009.07.032. Epub 2009 Jul 15.
There are two quantitative indicators that are most widely used to assess the extent of compliance of industrial facilities with environmental regulations: the quantity of hazardous waste generated and the amount of toxics released. These indicators, albeit useful in terms of some environmental monitoring, fail to account for direct or indirect effects on human and environmental health, especially when aggregating total quantity of releases for a facility or industry sector. Thus, there is a need for a more comprehensive approach that can prioritize a particular chemical (or industry sector) on the basis of its relevant environmental performance and impact on human health. Accordingly, the objective of the present study is to formulate an aggregation of tools that can simultaneously capture multiple effects and several environmental impact categories. This approach allows us to compare and combine results generated with the aid of select U.S.-based quantitative impact assessment tools, thereby supplementing compliance-based metrics such as data from the U.S. Toxic Release Inventory. A case study, which presents findings for the U.S. chemical manufacturing industry, is presented to illustrate the aggregation of these tools. Environmental impacts due to both upstream and manufacturing activities are also evaluated for each industry sector. The proposed combinatorial analysis allows for a more robust evaluation for rating and prioritizing the environmental impacts of industrial waste.
产生的危险废物数量和释放的有毒物质数量。这些指标虽然在某些环境监测方面有用,但没有考虑到对人类和环境健康的直接或间接影响,尤其是在汇总设施或行业部门的总释放量时。因此,需要一种更全面的方法,能够根据特定化学品(或行业部门)的相关环境表现和对人类健康的影响对其进行优先排序。因此,本研究的目的是制定一套工具的集合,这些工具可以同时捕捉多种影响和多个环境影响类别。这种方法使我们能够比较和结合使用美国选定的定量影响评估工具生成的结果,从而补充基于合规性的指标,例如来自美国有毒物质释放清单的数据。呈现了一个针对美国化学制造业的案例研究,以说明这些工具的集合。还评估了每个行业部门的上游和制造活动所产生的环境影响。所提出的组合分析允许对工业废物的环境影响进行更稳健的评估和优先级排序。