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/ Levenspiel Octave (2001)
Título : | Ingeniería de las reacciones químicas | Tipo de documento: | texto impreso | Autores: | Levenspiel Octave | Editorial: | Reverté | Fecha de publicación: | 2001 | Número de páginas: | 638 p. | ISBN/ISSN/DL: | 978-84-291-7325-3 | Palabras clave: | Ingeniería de las reacciones químicas. Reacciones químicas. Ingeniería. Química. Fluidos.
[Palabras claves]QUÍMICA
[Palabras claves]REACCIONES QUÍMICAS | Nota de contenido: | Cinética de las reacciones homogéneas.---Interpretación de los datos obtenidos en un reactor discontinuo.--- Introducción al diseño de reactores.--- Reactores ideales.--- Diseño para reacciones simples.--- Diseño para reacciones múltiples.---Efectos de la temperatura y de la presión.---Flujo no ideal.---Mezcla de fluidos.--- Introducción al diseño de reactores para sistemas heterogéneos.---Reacciones sólido-fluido.---Reacciones fluido-fluido.--- Reacciones catalizadas por sólidos.--- Desactivación de los catalizadores. |
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) 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