Dispositivo de desenvolvimento de laboratório para ajudar a Terra a evitar astera³ides
Os temporizadores de alta precisão que estãosendo construados manualmente no laboratório da startup leta£ Eventech estãosendo usados ​​para rastrear satanãlites.
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)
Imants Pulkstenis (L) e Pavels Razmajevs fazem parte da equipe que conquistou o contrato com a EDA
Em um canto do campus da Universidade Tanãcnica de Riga, uma equipe de cientistas estãotrabalhando em uma tecnologia que podera¡ um dia impedir que astera³ides se colidam com a Terra.
Os temporizadores de alta precisão que estãosendo construados manualmente no laboratório da startup leta£ Eventech estãosendo usados ​​para rastrear satanãlites.
Este ano, a empresa ganhou um contrato com a Agência Espacial Europanãia (ESA) para desenvolver crona´metros que estudara£o a possibilidade de redirecionar um astera³ide antes que ele se aproxime demais de nosso planeta.
A NASA planeja lana§ar a primeira parte da missão Asteroid Impact and Deflection Assessment (AIDA) - conhecida como Double Asteroid Redirection Test (DART) - em 22 de julho de 2021 em um foguete Falcon 9 pertencente ao magnata tanãcnico Elon Musk's Space X.
A sonda equipada com ca¢mera de 500 quilogramas (1.100 libras) voara¡ atéum astera³ide chamado Didymos e se chocara¡ contra ele, tentando desvia¡-lo de seu curso atual que o fara¡ passar perto da Terra em 2123.
Os crona´metros de evento de espaço profundo da Eventech estãosendo desenvolvidos para a missão HERA de acompanhamento, que estãoplanejada para lana§ar cinco anos depois, para determinar se a primeira missão teve sucesso.
'Para ir corajosamente'
"Nossa nova tecnologia que seguira¡ na segunda Espaçonave ESA chamada HERA medira¡ se o primeiro impacto desviou o quila´metro Didymos de seu curso anterior, evitando danos a humanidade", disse o engenheiro da Eventech Imants Pulkstenis a AFP no laboratório.
“a‰ muito mais interessante ir ousadamente aonde nenhum homem jamais esteve do que fabricar alguns eletra´nicos de consumo mundanos para um lucro enormeâ€, acrescentou ele, pegando emprestado o famoso slogan de Jornada nas Estrelas, a cult da sanãrie de ficção cientafica dos anos 1960.
Os temporizadores da Eventech fazem parte de uma tradição de tecnologia espacial no estado Ba¡ltico que remonta aos tempos sovianãticos, quando o Sputnik - o primeiro satanãlite feito pelo homem a orbitar a Terra - foi lana§ado em 1957.
Eles medem o tempo necessa¡rio para um impulso de luz viajar atéum objeto em a³rbita e voltar.
Os dispositivos da Eventech podem registrar a medição em um picossegundo - ou um trilionanãsimo de segundo - o que permite aos astrônomos converter uma medida de tempo em uma medida de distância com atédois milametros de precisão.
Os temporizadores da Eventech fazem parte de uma tradição de tecnologia espacial
que remonta aos tempos sovianãticos
Enviando timers para o espaço profundo
Cerca de 10 dos crona´metros são produzidos todos os anos e são usados ​​em observata³rios em todo o mundo.
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Eles rastreiam a atmosfera cada vez mais populosa da Terra, preenchida com uma nova safra de satanãlites privados ao lado dos tradicionais cientaficos e militares.
"Rastrear todos eles requer ferramentas", disse o chefe de operações da Eventech, Pavels Razmajevs.
Embora a Leta´nia são tenha se tornado membro pleno da ESA em 2016, seus engenheiros tem rastreado satanãlites desde a era sovianãtica.
A Universidade da Leta´nia tem atésua própria estação de laser de satanãlite em uma floresta ao sul de Riga.
Os engenheiros da Eventech disseram que usam pea§as anala³gicas tanto quanto possível, principalmente porque os microchips levam nanossegundos para computar o sinal, que émuito longo para medições de entrada que variam em picossegundos.
Atémesmo o comprimento fasico da placa-ma£e pode afetar a velocidade com que o sinal viaja de um circuito para outro.
Enquanto esses crona´metros são usados ​​para ca¡lculos na Terra, um dispositivo diferente para missaµes no espaço profundo estãosendo desenvolvido em outro canto do mesmo laboratório para rastrear objetos planetarios de uma sonda espacial em movimento.
"Nãohácobertura de dados GPS disponavel em outros planetas, então vocêdeve levar sua própria precisão de alcance com vocaª", disse Pulkstenis.
Desenvolver dispositivos para o espaço profundo seráuma tarefa complexa - mas os engenheiros da Eventech estãoadorando.
"Nossa tecnologia atualizada tem que suportar temperaturas extremas no espaço e radiação ca³smica extrema", disse Pulkstenis. “a‰ um desafio divertidoâ€.