Resources for the Future, 1616 P Street NW, Suite 600, Washington, DC, 20003.
Lyndon B. Johnson School of Public Affairs, Univ. of Texas at Austin, P.O. Box Y, Austin, TX, 78713.
J Environ Qual. 2020 May;49(3):593-602. doi: 10.1002/jeq2.20050. Epub 2020 Mar 18.
Emerging technologies and practices allow wastewater treatment facilities to recover valuable resources such as nutrients, energy, and recycled water during the wastewater treatment process. The ability to recover resources from wastewater introduces new tradeoffs in both water quality and quantity management. In particular, the fact that communities can obtain revenue from the sale of resources that are recovered from wastewater may help internalize the externalities of insufficient wastewater treatment. In this paper, we develop a theoretical model to characterize these tradeoffs within a hydroeconomic framework of optimal wastewater treatment with resource recovery, which is particularly well suited for applications in nutrient management. We use this model to derive analytical results that describe the economically optimal level of deployment, accounting for the fact that the technology or practice is costly and it generates benefits in the form of revenue from the recovered resource, as well as other societal benefits, such as improvements in human and ecosystem health. In addition, we present two examples using specific functional forms for treatment costs to demonstrate how the model can be applied to obtain general principles regarding societally optimal deployment. Our hydroeconomic framework can be used to explore the socioeconomic implications of strategies that target deployment of wastewater treatment with resource recovery, especially nutrients, at multiple scales.
新兴技术和实践使废水处理设施能够在废水处理过程中回收有价值的资源,如营养物质、能源和再生水。从废水中回收资源的能力在水质和水量管理方面都带来了新的权衡。特别是,社区可以从从废水中回收的资源的销售中获得收入,这可能有助于将废水处理不足的外部性内在化。在本文中,我们在具有资源回收的最优废水处理的水经济框架内开发了一个理论模型来描述这些权衡,该模型特别适用于营养物质管理中的应用。我们使用该模型推导出描述经济最优部署水平的分析结果,其中考虑到技术或实践的成本以及它以回收资源的收入形式以及其他社会效益(如改善人类和生态系统健康)产生的收益。此外,我们还使用特定的处理成本函数形式提供了两个示例,以演示如何应用该模型来获得关于社会最优部署的一般原则。我们的水经济框架可用于探索以多种规模针对废水处理与资源回收(特别是营养物质)的部署的策略的社会经济影响。