問題與目標
Severn Trent 為英國南部地區具相當規模之自來水及汙水處理公司,供應範圍約21,000平方公里,供應戶共計超過800萬戶。而英國地區經歷2003年乾旱、2006年之高頻率熱浪、2007年水災以及2009年之寒害,凸顯了相關設施與服務於21世紀氣候變遷下之脆弱程度:可用原水量減少、河川水質下降、汙水倒灌事件、設施淹沒與用水需求增加。英國Severn Trent 自來水公司透過內部討論進行氣候變遷調適範疇之界定,並輔以氣候變遷調適工具(調適精靈adaptation wizard),協助評估氣候變遷衝擊。
採取的改善作為
利用調適精靈,並蒐集各方意見,制定調適五步驟計畫:
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)
- 步驟一 界定問題與目標
英國Severn Trent自來水公司透過內部討論進行氣變遷條調適範疇之界定,並輔已針對不同使用者開發之若干氣候變遷調適工具,協助評估氣候變遷衝擊。
- 步驟二 評估目前氣候脆弱度
案例採用調適精靈得到何者是需要進行調適之優先風險,透過數月之專題討論會,得到關鍵弱點為:
- 廢水及滋擾 (Waste Water & Nuisance)
- 廢水及再生能源
- 水資源
- 步驟三 評估未來氣候脆弱度
需要調適策略之高風險議題為:
- 廢水及滋擾
- 溫度越高,加劇腐敗反應和臭味。這可能會導致臭味產生次數和投訴增加
- 廢水及再生能源
- 降雨強度增加,使廢水被沖出汙水處理系統,造成水體的污染並降低汙泥作為再生能源利用之可行性
- 水資源
- 夏季降雨量減少將增加生態系統之壓力,並可能導致抽水許可核發量減少,進而降低供水量
- 較少之夏季降雨量亦導致水位下降,降低河川自淨能力,水質因此下降
- 步驟四 調適選項設定與調適方案執行
蒐集各方意見後,列出可能之調適選項:
- 廢水及滋擾之風險
- 限制Severn Trent公司處理場周圍之開發(需與規劃者聯繫)。
- 廢水及再生能源之風險
- 降低處理費用以及沼氣和汽電共生收益減少之間之關係。
- 增加汙水收集管網和汙水處理廠之儲存量,減少排入水體。
- 地面水分離(Surface Water Separation)。
- 桶裝廢棄物儲存能量(Storage Capability for Tankered Waste)。
- 使用沼氣池中下水道廢棄物,而非經垃圾掩埋場處置之廢棄物。
- 水資源
- 地下水補償計畫(Compensation Schemes)。
- 抽水點稀釋(Dilution at Point of Abstraction)。
- 現地(in-river)處理(如何留之氧化作用)。
步驟五 監測與重新評估
透過工作坊或討論會選擇出合適之準則以評估調適選項,並就各項準則制定評分標準,作為是否需要持續執行調適之評估依據:
- [永續發展] 是指減緩,亦為社會和環境之效益和成本。
- [成本考量] 具有較低之生命週期(資本、經營和維護成本)。
- [可接受性] 提供多數的利益相關者可接受之解決方案。
- [時效性] 從啟動到完成僅需短時間,且確保有其成效。
- [穩健性] 不確定性大之範圍能有效運用/影響小/風險不高。
透過調適精靈五步驟的操作,Severn Trent水公司能盤點自身資源,以因應目前與未來的氣候脆弱度,並盤點出可行的調適選項與執行方案,增加該廠的面對極端氣候的韌性。
更多操作五步驟的細節請見 https://www.ukcip.org.uk/wizard/
名詞解釋
氣候變遷風險評估: 使用有效的評估工具來了解氣候變遷對各個領域的中長期衝擊,並提出相對應的調適策略與行動,以減低氣候變遷帶來的風險。
案例類型:
結構和物理性選項- 工程技術或是現有構造物的強化、綜合技術研發
社會性選項- 社區災害知識的學習與交流、警戒資訊的研發與運用
制度性選項- 經濟、政策與法律層面的制度建立
成效
可供臺灣參考之處
參考文獻
https://eeis.moenv.gov.tw/EELib/Detail.aspx?id=2031
https://www.ukcip.org.uk/wp-content/Wizard/Severn_Trent_CS.pdf.
https://www.ukcip.org.uk/wizard/
參考網址
附件
- adaptation_gap_2017.pdf
![](img/del.gif)
- Climate-Outreach-IPCC-communications-handbook.pdf
![](img/del.gif)
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