As mesmas perturbaa§aµes do campo magnético da Terra que iluminaram o canãu para a ca¢mera de Lojewski também foram capturadas por sisma´metros no solo, informou uma equipe de pesquisadores da revista Seismological Research Letters .
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)
Aurora perto de Poker Flats, Alaska. Crédito: Aaron Lojewski, Fairbanks Aurora Tours
Aaron Lojewski, que lidera as excursaµes turasticas da aurora no Alasca, teve a sorte de fotografar uma "erupção" de luz rosa brilhante no canãu noturno uma noite de fevereiro.
As mesmas perturbações do campo magnético da Terra que iluminaram o canãu para a ca¢mera de Lojewski também foram capturadas por sisma´metros no solo, informou uma equipe de pesquisadores da revista Seismological Research Letters .
Comparando dados coletados por ca¢meras, magneta´metros e sisma´metros para todo o canãu durante três eventos aurora em 2019, o sisma³logo Carl Tape e colegas da Universidade do Alasca Fairbanks mostram que épossível combinar a impressionante exibição de luzes com sinais sasmicos , para observar o mesmo fena´meno De maneiras diferentes.
Os pesquisadores sabem hálgum tempo que os sisma´metros são sensaveis a flutuações magnanãticas - e trabalharam duro para encontrar maneiras de proteger seus instrumentos contra a influaªncia magnanãtica ou remover esses sinais indesejados de seus dados sasmicos . Mas o estudo da aurora oferece um exemplo de como os sisma´metros podem ser emparelhados com outros instrumentos para estudar essas flutuações.
"Pode ser difacil ser definitivo que essas gravações do sisma´metro sejam origina¡rias da mesma influaªncia do que estãoacontecendo a 120 quila´metros no canãu", disse Tape. "Isso ajuda a ter uma visão simulta¢nea do canãu, dando a vocêmais confianção sobre o que vocêvaª dos sinais noníveldo solo".
A aurora boreal, ou aurora boreal, ocorre quando os ventos solares - plasma ejetado dasuperfÍcie do Sol - encontram o campo magnético protetor que circunda a Terra. A colisão departículas produz luzes coloridas no canãu e cria flutuações no campo magnético que a s vezes são chamadas de "tempestades" solares ou espaciais. Os magneta´metros implantados nasuperfÍcie da Terra são o principal instrumento usado para detectar essas flutuações, que podem impactar significativamente as redes elanãtricas, sistemas de GPS e outras infraestruturas cruciais. A aurora écomumente visível no inverno em regiaµes de alta latitude, como o Alasca.
Os sisma´metros do estudo fazem parte do USArray Transportable Array, uma rede de sisma´metros tempora¡rios localizados na Amanãrica do Norte como parte do projeto EarthScope. A matriz no Alasca e no oeste do Canada¡ foi concluada no outono de 2017. O documento aurora éum dos vários incluados em uma próxima seção de foco de SRLs sobre o EarthScope no Alasca e no Canada¡.
Essas estações sasmicas tempora¡rias não são protegidas dos campos magnanãticos, ao contra¡rio das estações permanentes, muitas vezes envoltas em mu-metal, uma liga de naquel-ferro que direciona os campos magnanãticos ao redor dos sensores do instrumento. Como resultado, "fiquei impressionado com o quanto bem vocêpode registrar tempestades magnanãticas em toda a matriz", disse o sisma³logo da US Geological Survey Adam Ringler, co-autor do artigo sobre o SRL.
No maªs passado, Ringler e seus colegas publicaram um documento demonstrando como os mais de 200 sisma´metros da matriz no Alasca podem ser usados ​​para registrar o clima espacial, aumentando potencialmente os 13 magneta´metros em operação no estado.
Juntamente com os dados da ca¢mera, os dados da matriz sasmica podem ajudar a entender as fortes variações no campo magnético que ocorrem na direção magnanãtica leste-oeste, adicionando uma segunda dimensão aos estudos direcionais norte-sul tapicos da aurora e outros Tape e colegas sugerem.
Os pesquisadores observaram em seu artigo que a ligação entre a aurora boreal e as perturbações magnanãticas foi descoberta pela primeira vez na Suanãcia em 1741, e que um sisma´metro na Alemanha detectou um evento magnético gerado pela atmosfera pela primeira vez durante uma forte tempestade solar em 1994.
"As pessoas fazem essas conexões há250 anos", disse Tape. "Isso mostra que ainda podemos fazer descobertas, neste caso com sisma´metros, para entender a aurora ".