Observaa§aµes anteriores usando MAVEN e o Telescópio Espacial Hubble mostraram que a perda de águada alta atmosfera marciana varia com as estaa§aµes.
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)
O conceito deste artista descreve o ambiente marciano primitivo (direita) - que se acredita conter águalaquida e uma atmosfera mais densa - versus o ambiente frio e seco visto em Marte hoje (esquerda). Crédito: Goddard Space Flight Center da NASA
Marte já teve oceanos, mas agora estãocompletamente seco, deixando muitos se perguntando como a águafoi perdida. Pesquisadores da Universidade do Arizona descobriram uma quantidade surpreendentemente grande de águana alta atmosfera de Marte, onde ela érapidamente destruada, explicando parte deste mistério marciano.
Shane Stone, um estudante graduado do Laborata³rio Lunar e Planeta¡rio do UArizona e principal autor de um novo artigo publicado hoje na Science , se descreve como um quamico planetario. Outrora um quamico de laboratório que ajudou a desenvolver polímeros que poderiam ser usados ​​para embrulhar e distribuir drogas terapaªuticas com mais eficiência, ele agora estuda a química das atmosferas planeta¡rias.
Desde 2014, ele trabalha na missão NASA MAVEN, abreviatura de Mars Atmosphere e Volatile EvolutioN. A nave MAVEN começou a orbitar Marte em 2014 e tem registrado a composição da atmosfera superior do planeta vizinho da Terra desde então.
"Na³s sabemos que bilhaµes de anos atrás, havia águalaquida nasuperfÍcie de Marte", disse Stone. “Deve ter havido uma atmosfera mais densa, então sabemos que Marte de alguma forma perdeu a maior parte de sua atmosfera para o espaço . O MAVEN estãotentando caracterizar os processos responsa¡veis ​​por essa perda, e uma parte disso éentender exatamente como Marte perdeu sua a¡gua. "
Os coautores do estudo incluem Roger Yelle, professor de ciências planeta¡rias do UArizona e consultor de pesquisa de Stone, bem como pesquisadores do Goddard Space Flight Center da NASA e do Centro de Pesquisa e Exploração em Ciência e Tecnologia Espacial em Maryland.
Procurando agua
Enquanto o MAVEN orbita Marte, ele mergulha na atmosfera do planeta a cada 4 horas e meia. O instrumento NGIMS a bordo, abreviação de Neutral Gas and Ion Mass Spectrometer, tem medido a abunda¢ncia de moléculas de águacarregadas chamadas aons na atmosfera marciana superior, cerca de 160 quila´metros dasuperfÍcie do planeta. A partir dessas informações, os cientistas podem inferir quanta águaestãopresente na atmosfera.
Observações anteriores usando MAVEN e o Telescópio Espacial Hubble mostraram que a perda de águada alta atmosfera marciana varia com as estações. Comparado com a Terra, Marte segue um caminho mais oval ao redor do Sol e estãomais pra³ximo dele durante o vera£o no hemisfanãrio sul de Marte.
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Stone e sua equipe descobriram que quando Marte estãomais pra³ximo do Sol, o planeta se aquece e mais água- encontrada nasuperfÍcie na forma de gelo - se move dasuperfÍcie para a atmosfera superior, onde éperdida no Espaço. Isso acontece uma vez a cada ano marciano ou a cada dois anos terrestres. As tempestades de poeira regionais que ocorrem em Marte a cada ano marciano e as tempestades de poeira globais que ocorrem em todo o planeta cerca de uma vez a cada 10 anos levam a um maior aquecimento da atmosfera e um aumento no movimento ascendente da a¡gua.
Os processos que tornam este movimento caclico possível contradizem a imagem cla¡ssica do escape de águade Marte, mostrando que éincompleto, disse Stone. De acordo com o processo cla¡ssico, o gelo de águaéconvertido em gás e destruado pelos raios solares na baixa atmosfera. Esse processo, no entanto, seria um gotejamento lento e constante, não afetado pelas estações ou tempestades de poeira, o que não combina com as observações atuais.
"Isso éimportante porque não espera¡vamos ver nenhuma águana alta atmosfera de Marte", disse Stone. "Se compararmos Marte a Terra, a águana Terra estãoconfinada perto dasuperfÍcie por causa de algo chamado higropausa. a‰ apenas uma camada na atmosfera que éfria o suficiente para condensar (e, portanto, parar) qualquer vapor de águaviajando para cima."
A equipe argumenta que a águaestãopassando do que deveria ser a higropausa de Marte, que provavelmente équente demais para parar o vapor d'a¡gua. Uma vez na atmosfera superior, as moléculas de águasão quebradas por aons muito rapidamente - em quatro horas, eles calculam - e os subprodutos são perdidos no Espaço.
"A perda de sua atmosfera e águapara o espaço éa principal razãopela qual Marte éfrio e seco em comparação com a Terra quente e aºmida. Esses novos dados do MAVEN revelam um processo pelo qual essa perda ainda ocorre hoje", disse Stone.
Um mundo seco e empoeirado
Quando a equipe extrapolou suas descobertas para 1 bilha£o de anos atrás, eles descobriram que esse processo pode ser responsável pela perda de um oceano global com cerca de 17 polegadas de profundidade.
"Se pegássemos a águae a espalha¡ssemos uniformemente por toda asuperfÍcie de Marte, o oceano de águaperdido no espaço devido ao novo processo que descrevemos teria mais de 17 polegadas de profundidade", disse Stone. "Outros 6,7 polegadas seriam perdidos exclusivamente devido aos efeitos das tempestades de poeira globais."
Durante as tempestades de poeira globais, 20 vezes mais águapode ser transportada para a alta atmosfera. Por exemplo, uma tempestade de poeira global com duração de 45 dias libera a mesma quantidade de águapara o espaço que Marte perderia durante um ano calmo de Marte, ou 687 dias terrestres.
E embora Stone e sua equipe não possam extrapolar para mais longe do que 1 bilha£o de anos, ele acha que esse processo provavelmente não funcionou da mesma forma antes, porque Marte pode ter tido uma higropausa mais forte hámuito tempo.
"Antes de o processo que descrevemos comea§ar a operar, deve ter havido uma quantidade significativa de fuga atmosfanãrica para o Espaço", disse Stone. "Ainda precisamos definir o impacto desse processo e quando ele começou a operar."
No futuro, Stone gostaria de estudar a atmosfera da lua de Saturno, Tita£.
"Titan tem uma atmosfera interessante na qual a química orga¢nica desempenha um papel significativo", disse Stone. "Como ex-quamico orga¢nico sintanãtico, estou ansioso para investigar esses processos."