Examinando a águaatravanãs de uma nova lente, um grupo de cientistas redefiniu como esse efeito de ligaa§a£o funciona nonívelda menor molanãcula.
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)
Crédito: Pxhere
Desde a criação de uma única gota atéa vaza£o de um rio e o ciclo hidrola³gico do mundo - como a águase une e a diferentessuperfÍcies, tem consequaªncias de longo alcance. Examinando a águaatravanãs de uma nova lente, um grupo de cientistas redefiniu como esse efeito de ligação funciona nonívelda menor molanãcula.
Atéa presente data, os cientistas acreditavam que os filmes de águafina crescem camada por camada para formar gotaculas de laquido reconhecaveis. No entanto, ao visualizar gotaculas nanomanãtricas de águaem ação, um novo estudo publicado na Science Advances transformou esse modelo tradicional de cabea§a para baixo.
"Esta éa primeira vez que conseguimos ver as gotas de águadiretamente na nanoescala e, para nossa surpresa, encontramos um efeito de ligação seletiva nas bordas dos defeitos das nanopartaculas minerais",
 Sibel Ebru Yalcin
Ao mapear nanodropletas empartículas minerais individuais, um grupo de pesquisadores da Universidade de Umea¥, da Universidade de Yale e do Laborata³rio Nacional do Noroeste do Pacafico descobriu que o "crescimento" da águacomea§a primeiro perto das bordas defeituosas dos minerais. Em seguida, formam-se filmes de águamais espessos, antes que a tensão superficial assuma asuperfÍcie mineral e forme gotaculas de águaconhecidas.
Para fazer suas descobertas, a equipe usou um novo coquetel de microscopia de força atômica (AFM) e lasers de infravermelho no Laborata³rio de Ciências Moleculares do Ambiente no Laborata³rio Nacional do Noroeste do Pacafico.
"Esta éa primeira vez que conseguimos ver as gotas de águadiretamente na nanoescala e, para nossa surpresa, encontramos um efeito de ligação seletiva nas bordas dos defeitos das nanopartaculas minerais", diz Sibel Ebru Yalcin, cientista que trabalha no Laborata³rio Malvankar na Yale, e o primeiro autor do estudo.
"Olhar para essa questãoimportante de uma maneira nova e em escala nanomanãtrica realmente solucionou um mistério de longa data sobre como a águase liga aos minerais", diz o professor Jean-Frana§ois Boily, especialista em química desuperfÍcies minerais da Universidade de Umea¥.
Seu laboratório concebeu esse projeto e obteve acesso a s instalações de imagem do Laborata³rio de Ciências Moleculares Ambientais. O grupo Umea¥ estãoagora usando essas novas descobertas para explorar como essa ligação seletiva da águaafeta os processos naturais que ocorrem nos solos e na atmosfera.