Título : | Fundamentos de termodinámica. | Tipo de documento: | texto impreso | Autores: | Van Wylen, Gondorn J., Autor ; Sonntag, Richard E., Autor | Editorial: | México; Limusa | Fecha de publicación: | 1979. | Número de páginas: | 743 p. | ISBN/ISSN/DL: | 681801806 | Idioma : | Español (spa) | Palabras clave: | Fundamentos(Termodinámica), Termodinámica - Leyes. | Clasificación: | 536.7 / V15f | Resumen: | Termodinámica conceptos y definiciones , Propiedades de una substancia pura , Trabajo y calor , leyes de la termodinamica , Entropía , Irreversibiliad y disponibilidad , Ciclos de planta de fuerza y refrigeración , Relaciones termodinámicas , Mezclas y soluciones , Reacciones quimicas , Introducción al equilibrio químico y de fases , Flujo a través de las toberas y de los álabes de las turbinas 605. |
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) 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