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关于出发率与参与率之间的关系作为提高路边家庭垃圾回收利用的一种工具

On the relationship between set-out rates and participation ratios as a tool for enhancement of kerbside household waste recycling.

作者信息

Shaw P J, Lyas J K, Maynard S J, van Vugt M

机构信息

Centre for Environmental Sciences, School of Civil Engineering and the Environment, University of Southampton, Highfield, Southampton SO17 1BJ, UK.

出版信息

J Environ Manage. 2007 Apr;83(1):34-43. doi: 10.1016/j.jenvman.2006.01.012. Epub 2006 Apr 24.

Abstract

Although the use of kerbside recycling facilities by householders is often key to the reduction of materials disposed of to landfill, the quantitative assessment of householders' recycling behaviour is problematic. This study introduces a method to diagnose recycling behaviour by assessing kerbside scheme use in terms of the set-out of recyclate containers compared to the proportion of households participating in recycling (participation ratio). Application of numerical behaviour models demonstrated that kerbside recycling in sampled regions of the UK tends to be consistent with householders using kerbside schemes more frequently than would be observed with random patterns of use that are uniform amongst all householders. When aggregated to collection rounds, householders' modal recycling behaviour tended towards either non-participation or frequent participation. We propose that initiatives to enhance kerbside recycling should employ such quantitative assessments of recycling behavioural modes to inform and guide promotional and educational strategies. A conceptual model for prioritizing campaigns to promote recycling at the kerbside on the basis of identifiable and quantifiable patterns of householder recycling behaviour is presented.

摘要

尽管住户使用路边回收设施往往是减少垃圾填埋量的关键,但对住户回收行为进行定量评估存在问题。本研究介绍了一种通过评估路边回收计划的使用情况来诊断回收行为的方法,具体是根据回收物容器的摆放情况与参与回收的住户比例(参与率)进行评估。数值行为模型的应用表明,在英国抽样地区,路边回收情况往往表明住户使用路边回收计划的频率高于所有住户随机使用模式下的观察频率。当汇总到收集轮次时,住户的典型回收行为倾向于不参与或频繁参与。我们建议,加强路边回收的举措应采用这种对回收行为模式的定量评估,为宣传和教育策略提供信息并加以指导。本文提出了一个概念模型,用于根据住户可识别和可量化的回收行为模式,对促进路边回收的活动进行优先级排序。

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