NASA conclui testes adicionais para diagnosticar problemas do computador no telesca³pio espacial Hubble
O computador de carga parou em 13 de junho e a Espaçonave parou de coletar dados cientaficos. O pra³prio telesca³pio e seus instrumentos cientaficos permanecem em boas condia§aµes e atualmente estãoem uma configuraça£o segura.
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)
Telescópio espacial Hubble. Crédito: NASA
A NASA continua a diagnosticar um problema com o computador de carga do Telescópio Espacial Hubble depois de completar outro conjunto de testes em 23 e 24 de junho. O computador de carga parou em 13 de junho e a Espaçonave parou de coletar dados cientaficos. O pra³prio telesca³pio e seus instrumentos cientaficos permanecem em boas condições e atualmente estãoem uma configuração segura.
A nave espacial tem dois computadores de carga útil, um dos quais serve como backup, que estãolocalizados na unidade Science Instrument and Command and Data Handling (SI C&DH). Existem várias pea§as de hardware que constituem os dois computadores de carga útil, incluindo, mas não se limitando a:
um Ma³dulo de Processamento Central (CPM), que processa os comandos que coordenam e controlam os instrumentos cientaficos
uma Interface Padra£o (STINT), que conecta as comunicações entre o CPM do computador e outros componentes
um barramento de comunicação, que contanãm linhas que transmitem sinais e dados entre hardware
e um ma³dulo de memória ativa, que armazena comandos operacionais para os instrumentos. Existem três ma³dulos adicionais que servem como backups.
Testes adicionais realizados em 23 e 24 de junho incluaram ligar o computador de backup pela primeira vez no Espaço. Os testes mostraram que várias combinações dessas pea§as de hardware do computador de carga útil principal e de backup apresentaram o mesmo erro - os comandos para gravar ou ler da memória não tiveram aªxito.
Como éaltamente improva¡vel que todos os elementos de hardware individuais tenham um problema, a equipe agora estãoolhando para outro hardware como o possível culpado, incluindo a Unidade de Comando / Formatador de Dados Cientaficos (CU / SDF), outro ma³dulo no SI C&DH. O CU formata e envia comandos e dados para destinos específicos, incluindo os instrumentos cientaficos . O SDF formata os dados cientaficos a partir dos instrumentos cientaficos para a transmissão para o cha£o. A equipe também estãoanalisando o regulador de potaªncia para ver se as tensaµes fornecidas ao hardware não são as devidas. Um regulador de energia garante um fornecimento de tensão constante e esta¡vel. Se a tensão estiver fora dos limites, isso pode causar os problemas observados.
Durante a próxima semana, a equipe continuara¡ avaliando o hardware na unidade SI C&DH para identificar se algo mais pode estar causando o problema. Se a equipe determinar que o CU / SDF ou o regulador de energia éa causa prova¡vel, eles recomendara£o a troca para o ma³dulo CU / SDF de backup e o regulador de energia de backup .