Em um fena´meno conhecido como aquaplanagem, essa força pode se tornar grande o suficiente para levantar o veaculo do solo.
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)
Configuração experimental para visualizar o fluxo de águanas ranhuras dos pneus, junto com alguns resultados de amostra. Crédito: Serge Simoens
Quando um veaculo viaja em uma estrada molhada ou inundada, a águase acumula na frente do pneu e gera uma força de sustentação. Em um fena´meno conhecido como aquaplanagem, essa força pode se tornar grande o suficiente para levantar o veaculo do solo.
Em Physics of Fluids, cientistas do CNRS, da Universidade de Lyon e do Grupo Michelin usam uma técnica de imagem a laser para estudar o fluxo de águana frente e atravanãs das ranhuras dos pneus .
Para neutralizar a aquaplanagem, os desenhos de piso são escolhidos para drenar a águada frente do pneu sem diminuir sua capacidade de aderir a estrada. Poucos estudos experimentais quantitativos do movimento da águaatravanãs das ranhuras dos pneus foram feitos, portanto, pouco se sabe sobre os padraµes exatos de fluxo nessas situações.
O aºnico trabalho publicado anteriormente relatando medições quantitativas de velocidade em ranhuras de pneus foi feito com uma ca¢mera de alta velocidade e sementes de milho usadas como trazdores de a¡gua. As sementes tem cerca de 1,5 milametros de dia¢metro, poranãm, e fornecem contraste pobre, portanto, as informações de velocidade dentro das ranhuras não eram utiliza¡veis ​​para uma análise de fluxo.
Atualmente, as pesquisas em aquaplanagem utilizam uma pista de testes equipada com uma janela transparente embutida no solo. A área acima estãoinundada e um pneu rolando sobre a janela éobservado por uma ca¢mera de alta velocidade .
Os pesquisadores desenvolveram uma abordagem mais sofisticada envolvendopartículas fluorescentes de semeadura para visualizar o fluxo e usaram uma folha de luz laser para iluminar a área. Aspartículas fluorescentes tinham apenas 35 macrons de dia¢metro, cerca de metade da espessura de um cabelo humano, com uma densidade próxima a da água.
"A primeira característica nota¡vel do fluxo dentro das ranhuras éa presença de filamentos ou colunas alongadas brancas", disse o autor Damien Cabut. "Isso indica a presença de uma fase gasosa, possivelmente bolhas de ar ou cavitação."
Existem duas fases nas ranhuras, laquida e gasosa, o que complica a análise. Os investigadores encontraram va³rtices e bolhas em algumas ranhuras. Os autores mostraram que o número de va³rtices dentro de um sulco estãorelacionado a relação entre a largura do sulco e sua altura.
"Um mecanismo de criação de va³rtice pode estar ligado ao fluxo ao redor da borda afiada da costela do pneu. Este efeito ésemelhante ao observado para asas delta em elevação aerodina¢mica", disse Cabut.
A estrutura de fluxo nas ranhuras foi considerada semelhante para aumentar as velocidades do veaculo quando as distâncias e velocidades foram dimensionadas corretamente. Isso pode ter implicações para a aquaplanagem.
Cabut disse que mais trabalho precisa ser feito para entender a formação de va³rtices e o papel das bolhas nas ranhuras. A configuração experimental que desenvolveram seráde grande ajuda nesse trabalho futuro.