A figura a seguir apresenta curvas esquemáticas para os três...
Próximas questões
Com base no mesmo assunto
Ano: 2024
Banca:
IBFC
Órgão:
IMBEL
Prova:
IBFC - 2024 - IMBEL - Engenheiro - Engenheiro em Metalurgia |
Q2440103
Engenharia Mecânica
A figura a seguir apresenta curvas esquemáticas para os três tipos genéricos de comportamento da energia de impacto em função da temperatura nos metais. Assinale a alternativa que corresponda respectivamente às indicações ** 1 ** e ** 2 **.
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questão](data:image/png;base64,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)