El ABC de las máquinas eléctricas II. motores de corriente alterna [texto impreso] / Gilberto Enríquez Harper, Autor . - primera edición reimpresión . - México, D.F. : Limusa, 2002 . - 416 páginas : ilustraciones, diagramas, tablas ; 23 cm. ISBN : 978-968-18-2687-1 Idioma : Español ( spa)
El ABC de las máquinas eléctricas II. motores de corriente alterna
Enríquez Harper, Gilberto -
México, D.F. : Limusa - 2002
Motores eléctricos -- Potencia, rendimiento de motores trifásicos de inducción -- Construcción de motores de inducción -- Cálculo de motores de corriente alterna -- Motores monofásicos de corriente alterna
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) 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