O conhecimento do armazenamento de águasubterra¢nea éde importa¢ncia existencial para a agricultura e também para o abastecimento de águapota¡vel em muitas regiaµes.
Domanio paºblico
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)
Um novo manãtodo poderia ajudar a rastrear asmudanças nas a¡guas subterra¢neas melhor do que antes. Para esse fim, pesquisadores de Potsdam e Oberlin, Ohio (EUA), compararam os dados do campo gravitacional das missaµes de satanãlite GRACE e GRACE-Follow On com outros manãtodos de medição. Eles investigaram o armazenamento sazonal de águaem quase 250 bacias hidrogra¡ficas na asia, cujo regime de águaédominado por monções. Os resultados permitem que os dados GRACE em grande escala sejam reduzidos para regiaµes menores. Os pesquisadores relatam isso na revista Earth and Planetary Science Letters .
O conhecimento do armazenamento de águasubterra¢nea éde importa¢ncia existencial para a agricultura e também para o abastecimento de águapota¡vel em muitas regiaµes. Esses reservata³rios são reabastecidos pela precipitação e pela águade infiltração, que por sua vez alimenta rios e lagos e permite que os rios fluam nas estações secas. As medições, no entanto, são difaceis porque édifacil olhar para a Terra; portanto, épreciso confiar apenas nos valores dos pontos - via furos e poa§os - ou nos ca¡lculos dos dados de precipitação e escoamento.
Desde 2002, existe outro manãtodo de medir asmudanças nas a¡guas subterra¢neas: atravanãs das missaµes de satanãlite GRACE (de 2002 a 2017) e GRACE-Follow On (desde 2018), a mudança na quantidade de águana e na terra pode ser determinada no com base no seu sinal de campo de gravidade. Mas esse manãtodo também tem suas armadilhas. Primeiro, asmudanças de massa medidas pelos satanãlites GRACE-FO não dizem nada sobre a profundidade em que a massa estãolocalizada: os lagos se esvaziam nasuperfÍcie? Oníveldos rios estãocaindo? Ou a águaescorre de camadas mais profundas? Em segundo lugar, os satanãlites GRACE-FO fornecem dados para áreas comparativamente grandes de várias dezenas de milhares de quila´metros quadrados. Atualmente, não épossível resolver os dados do campo de gravidade com mais precisão.
Em um novo estudo, Amanda H. Schmidt, do Oberlin College, Ohio, juntamente com pesquisadores do Centro Alema£o de Pesquisa em Geociências, estãomostrando como diferentes manãtodos podem ser combinados de maneira inteligente para obter dados confia¡veis ​​das a¡guas subterra¢neas, mesmo para pequenas bacias hidrogra¡ficas . Eles examinaram os dados das chuvas das monções e o armazenamento sazonal de águaem quase 250 bacias hidrogra¡ficas na asia. O tamanho das áreas individuais varia de mil a um milha£o de quila´metros quadrados. O estudo abrange quase toda a asia.
O balana§o hadrico em nosso planeta écaracterizado por três varia¡veis ​​principais: precipitação, escoamento superficial e evaporação. A diferença entre estes entra ou sai de vários reservata³rios, por exemplo, as a¡guas subterra¢neas. Sanãries temporais de estações de medição em rios (hidrogramas) após precipitação persistente mostram curvas tipicas de queda (chamadas curvas de recessão), que refletem o esvaziamento de reservata³rios de a¡gua. As flutuações das a¡guas subterra¢neas podem ser estimadas a partir dessas curvas. Outro manãtodo éa comparação dos valores de precipitação e escoamento pelo atraso de tempo do escoamento; o armazenamento intermediário tempora¡rio resulta na chamada histerese PQ. P significa precipitação e Q, escoamento. A área ou tamanho do loop de histerese pode ser usado como uma medida para o armazenamento intermediário.
O estudo da Earth and Planetary Science Letters mostra agora que a histerese PQ e os dados do campo de gravidade das missaµes GRACE estãofortemente correlacionados. Segundo o estudo, ambos refletem muito bem asmudanças sazonais nas a¡guas subterra¢neas. Como conseqa¼aªncia, isso significa que uma combinação de dados de precipitação e escoamento superficial e dados de campo de gravidade GRACE também pode ser usada para registrar a¡guas subterra¢neas em áreas de captação com apenas cerca de 1000 quila´metros quadrados.