Título : | Productividad y optimización: Ingeniería de manufactura | Tipo de documento: | texto impreso | Autores: | Koenig, Daniel T., Autor | Editorial: | México: Marcombo S.A. | Fecha de publicación: | 1990. | Número de páginas: | 368 p. | ISBN/ISSN/DL: | 968-861-046-10 | Idioma : | Español (spa) | Materias: | Administración
| Palabras clave: | Administración de la producción - Ingeniería , Manufactura | Clasificación: | 658.5 / K365p | Resumen: | Concepto de organización de la ingeniería de manufactura , Técnicas de manejo de la ingeniería de manufactura , Capacidad y técnicas de carga de la fábrica , Programas de bienes de capital , Selección e implantación de máquinas herramientas y equipo , Ingeniería de productividad , Métodos planeación y medición del trabajo , Ingeniería de control de procesos en talleres , Ingeniería de mantenimiento , Control numérico de máquinas herramienta , Fundamentos del diseño y manufactura asistidos por computadora , Planeación de procesos y recopilación de datos asistidos por computador , Base de la tecnología de grupo para la disposición de la planta , Control del ambiente de seguridad , Programa integrado de mejoramiento de la productividad. |
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) 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