Diferencia entre revisiones de «Velocidad supersónica»

11 253 bytes eliminados ,  hace 1 año
Deshecha la edición 120342913 de 190.31.159.212 (disc.)
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(Deshecha la edición 120342913 de 190.31.159.212 (disc.))
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[[Archivo:F-18-diamondback blast.jpg|thumb|200px|Un F/A-18E/F Super Hornet en vuelo [[Velocidad transónica|transónico]].]]
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|thumb|200px|Un F/A-18E/F Super Hornet en vuelo [[Velocidad transónica|transónico]].]]
 
Una velocidad es '''supersónica''' cuando es mayor que la [[velocidad del sonido]], es decir, mayor que 1.235,52 [[kilómetro por hora|km/h]] o a 343,00 [[metros por segundo|m/s]] al nivel del mar. Muchos [[Avión|aviones de combate]] son supersónicos. Las velocidades mayores a 5 veces la [[velocidad del sonido]] son algunas veces llamadas [[Velocidad hipersónica|hipersónicas]].
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ediciones