A escassez de águadeve se intensificar e se espalhar conforme as populaa§aµes aumentam, novo surgem demandas de águaemudanças climáticas.
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)
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Uma nova pesquisa revelou os locais e indaºstrias nos Estados Unidos onde os esforços para melhorar o consumo de águateriam os maiores benefacios para a atividade econa´mica e o meio ambiente.
O estudo, liderado por pesquisadores da Virginia Tech, usou um banco de dados espacialmente detalhado da produtividade da águapara definir benchmarks realistas para mais de 400 indaºstrias e produtos. foi publicado hoje na revista Environmental Research Letters .
O autor principal, Dr. Landon Marston, da Virginia Tech, disse: "Quase um sexto das bacias hidrogra¡ficas dos Estados Unidos não pode atender de forma consistente a s demandas de águada sociedade e, ao mesmo tempo, fornecer águasuficiente para o meio ambiente. A escassez de águadeve se intensificar e se espalhar conforme as populações aumentam, novo surgem demandas de águaemudanças climáticas.
"No entanto, melhorar a produtividade da águaatendendo a padraµes de referaªncia realistas para todos os usuários de águapode permitir que as comunidades dos EUA expandam a atividade econa´mica e melhorem os fluxos ambientais. Na³s nos perguntamos: se a produtividade da águaémelhorada em toda a economia dos EUA, quanta águapode ser economizada e em quais setores e locais? ' Nosso estudo éa primeira tentativa de responder a essa questãoem escala nacional e desenvolver benchmarks para informar ações futuras. "
Usando seus dados, a equipe de pesquisa analisou quanta economia de águaou quanta melhoria na produtividade da água(produção ou da³lares ganhos por unidade de águaconsumida) poderia ser alcana§ada melhorando a produtividade de águade todos os usuários para atender a uma meta de referaªncia, como aumento para o 50º percentil (produtividade mediana), 25º percentil (alta produtividade) ou 10º percentil (produtividade excelente).
"Nosso estudo éum primeiro passo importante para compreender os locais e indaºstrias onde a produtividade melhorada da águatem o maior potencial para conservar a a¡gua. Atender a s demandas diretas e indiretas de águade uma população em crescimento e, ao mesmo tempo, fornecer águasuficiente para atender aos requisitos de fluxo ambiental local seráum fator chave desafio nas próximas décadas. Melhorar a produtividade da águasera¡ fundamental para enfrentar este desafio, colocando a águapara usos mais economicamente benéficos, reduzindo o uso insustenta¡vel da águae tornando a águadisponavel para outros usos, incluindo o meio ambiente. "
O coautor Dr. Kyle Davis, da Universidade de Delaware, disse: "Uma das coisas boas sobre uma abordagem de benchmarking éque ela não éprescritiva nas prática s ou tecnologias usadas para reduzir o consumo de água. Em vez disso, permite que indivíduos e empresas para selecionar a partir de um portfa³lio de estratanãgias, adaptadas a s restrições e oportunidades que enfrentam em seus nega³cios e contexto geogra¡fico ou clima¡tico.
"Os benchmarks que desenvolvemos representam produtividades de águareais alcana§adas por pares da indústria regional de um usua¡rio de águae são, portanto, realisticamente alcana§a¡veis ​​na maioria dos casos. Nosso estudo fornece um limite superior de economia de águapotencial, porque reconhecemos que barreiras financeiras e regulata³rias podem impedir alguns usuários de águaalcana§ando produtividades de águaalcana§adas por seus pares. "
O estudo também descobriu que algumas das áreas com maior escassez de águano oeste e sul dos EUA tem o maior potencial para economia de a¡gua, com cerca de metade da economia obtida com o aumento da produtividade da águana produção de milho, algoda£o e alfafa.
O Dr. Marston acrescentou: "Ao incorporar a economia de águaque atende aos padraµes de referaªncia em um modelo hidrola³gico nacional, mostramos que o esgotamento dos fluxos dos rios nas regiaµes ocidentais dos Estados Unidos pode ser reduzido em média de 6,2 a 23,2 por cento, sem reduzir a produção econa´mica.
"Tambanãm identificamos as indaºstrias e locais dos EUA que podem causar o maior impacto, trabalhando com seus fornecedores para reduzir o uso de água'upstream' em sua cadeia de abastecimento . Os setores de agricultura e manufatura tem a maior pegada hadrica indireta, devido a sua dependaªncia da água-insumos intensivos, mas esses setores também apresentam a maior capacidade de reduzir o consumo de águaem suas cadeias de abastecimento.
"Nosso estudo éum primeiro passo importante para compreender os locais e indaºstrias onde a produtividade melhorada da águatem o maior potencial para conservar a a¡gua. Atender a s demandas diretas e indiretas de águade uma população em crescimento e, ao mesmo tempo, fornecer águasuficiente para atender aos requisitos de fluxo ambiental local seráum fator chave desafio nas próximas décadas. Melhorar a produtividade da águasera¡ fundamental para enfrentar este desafio, colocando a águapara usos mais economicamente benéficos, reduzindo o uso insustenta¡vel da águae tornando a águadisponavel para outros usos, incluindo o meio ambiente. "