Um novo estudo usando dados do orbitador Mars Odyssey da NASA pode explicar por que a geada marciana pode ser invisível a olho nu e por que as avalanches de poeira aparecem em algumas encostas.
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)
A geada dasuperfÍcie marciana, composta principalmente de dia³xido de carbono, aparece branco-azulada nestas imagens da ca¢mera do Sistema de Imagens de Emissão Tanãrmica (THEMIS) a bordo do orbitador Odyssey da NASA em 2001. O THEMIS captura imagens tanto em luz visível perceptavel ao olho humano quanto em infravermelhosensívelao calor. Crédito: NASA/JPL-Caltech/ASU
Um novo estudo usando dados do orbitador Mars Odyssey da NASA pode explicar por que a geada marciana pode ser invisível a olho nu e por que as avalanches de poeira aparecem em algumas encostas.
Os cientistas ficaram perplexos no ano passado ao estudar imagens dasuperfÍcie marciana tiradas ao amanhecer pela sonda Mars Odyssey da NASA. Quando eles olharam para asuperfÍcie usando luz visível oso tipo que o olho humano percebe oseles puderam ver a geada matinal fantasmaga³rica, azul-esbranquia§ada, iluminada pelo sol nascente. Mas usando a ca¢merasensívelao calor do orbitador, a geada apareceu mais amplamente, inclusive em áreas onde nenhuma era visível.
Os cientistas sabiam que estavam olhando para a geada que se forma durante a noite e écomposta principalmente de dia³xido de carbono osessencialmente, gelo seco, que geralmente aparece como geada no Planeta Vermelho, e não como gelo de a¡gua. Mas por que essa geada de gelo seco foi visível em alguns lugares e não em outros?
Em um artigo publicado no maªs passado no Journal of Geophysical Research: Planets , esses cientistas propuseram uma resposta surpreendente que também pode explicar como as avalanches de poeira, que estãoremodelando o planeta, são desencadeadas após o nascer do sol.
Da geada ao vapor
Lana§ada em 2001, a Odyssey éa missão a Marte de vida mais longa da NASA e carrega o Sistema de Imagens de Emissão Tanãrmica (THEMIS), uma ca¢mera infravermelha ousensívela temperatura que fornece uma visão única dasuperfÍcie marciana. A a³rbita atual da Odyssey fornece uma visão única do planeta a s 7 da manha£, hora¡rio local de Marte.
Essas faixas escuras, também conhecidas como “estrias de decliveâ€, resultaram de avalanches
de poeira em Marte. A ca¢mera HiRISE a bordo do Mars Reconnaissance Orbiter da NASA
os capturou em 26 de dezembro de 2017. Crédito: NASA/JPL-Caltech/UArizona
"A a³rbita matinal da Odyssey produz imagens espetaculares", disse Sylvain Piqueux, do Laborata³rio de Propulsão a Jato da NASA no sul da Califa³rnia, que liderou o artigo. "Podemos ver as longas sombras do nascer do sol a medida que se estendem pelasuperfÍcie."
Como Marte tem tão pouca atmosfera (apenas 1% da densidade da Terra), o sol aquece rapidamente a geada que se acumula durante a noite. Em vez de derreter, o gelo seco vaporiza na atmosfera em poucos minutos.
Lucas Lange, um estagia¡rio do JPL que trabalha com Piqueux, notou pela primeira vez a assinatura de temperatura fria da geada em muitos lugares onde não podia ser vista nasuperfÍcie. Essas temperaturas estavam aparecendo a apenas dezenas de macrons no subsolo - menos do que a largura de um fio de cabelo humano "abaixo" dasuperfÍcie.
"Nosso primeiro pensamento foi que o gelo poderia estar enterrado la¡", disse Lange. "O gelo seco éabundante perto dos polos de Marte, mas esta¡vamos olhando mais perto do equador do planeta, onde geralmente émuito quente para a formação de gelo seco."
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Em seu artigo, os autores propaµem que estavam vendo "geada suja" - gelo seco misturado com gra£os finos de poeira que a obscureciam na luz visível, mas não nas imagens infravermelhas.
Descongelamento de geadas e avalanches
O fena´meno levou os cientistas a suspeitar que a geada suja também pode explicar algumas das faixas escuras que podem se estender por 3.300 panãs (1.000 metros) ou mais nas encostas marcianas. Eles sabiam que as listras resultaram, essencialmente, de avalanches de poeira que remodelam lentamente as encostas das montanhas em todo o planeta. Os cientistas pensam que essas avalanches de poeira provavelmente se parecem com um rio de poeira que abraça o solo liberando um rastro de material fofo atrás. Amedida que a poeira desce ao longo de várias horas, expaµe faixas de material mais escuro por baixo.
Essas faixas escuras, também conhecidas como “estrias de decliveâ€, resultaram de avalanches
de poeira em uma área de Marte chamada Acheron Fossae. A ca¢mera HiRISE a bordo do
Mars Reconnaissance Orbiter da NASA os capturou em 3 de dezembro de 2006 .
Crédito: NASA/JPL-Caltech/UArizona
Essas faixas escuras não são as mesmas que uma variedade melhor documentada chamada de linhas de encosta recorrentes , que se repetem nos mesmos lugares, estação após estação, por semanas (em vez de horas) de cada vez. Uma vez pensado para resultar da águasalgada que escoa lentamente das encostas das montanhas, agora acredita-se que as linhas de encosta recorrentes resultem de fluxos de areia seca ou poeira.
Mapeando as faixas das encostas para seu estudo recente, os autores descobriram que elas tendem a aparecer em locais com geada matinal. Os pesquisadores propaµem que as listras resultaram da vaporização da geada criando pressão suficiente para soltar os gra£os de poeira, causando uma avalanche.
As hipa³teses são mais uma evidência de quanto surpreendente o Planeta Vermelho pode ser.
“Toda vez que enviamos uma missão a Marte, descobrimos novos processos exa³ticosâ€, disse Chris Edwards, coautor do artigo na Northern Arizona University em Flagstaff. "Nãotemos nada exatamente como uma faixa de declive na Terra. Vocaª tem que pensar além de suas experiências na Terra para entender Marte."