Título : |
Métodos de Laboratorio para Química Organica |
Tipo de documento: |
texto impreso |
Autores: |
R. Keese, Autor ; R.K. Muller, Autor ; T. P. Toube, Autor ; Rosa Mireya Gallegos Gallegos, Traductor |
Mención de edición: |
1a ed. |
Editorial: |
México D. F. : Limusa, Grupo Noriega Editores |
Fecha de publicación: |
1990 |
Número de páginas: |
183 p. |
Il.: |
gráfs.; ils.; tbls. |
Dimensiones: |
23 cm. |
ISBN/ISSN/DL: |
978-968-18-3401-2 |
Nota general: |
Título original en ingles: Fundamentals of preparative organic chemistry, bibliografia al final de c |
Idioma : |
Español (spa) Idioma original : Inglés (eng) |
Clasificación: |
547 Química orgánica |
Nota de contenido: |
Prevención de accidentes y primeros auxilios -- Cristalización -- Destilación -- Métodos cromatográficos -- Extracción y aislamiento -- Determinación de la estructura por medio de métodos espectroscópicos -- Uso de la bibliografía especializada en química -- Manejo de desechos y destrucción de substancias peligrosas -- Purificación y secado de disolventes. |
Link: |
https://biblioteca.unap.edu.pe/opac_css/index.php?lvl=notice_display&id=5691 |
Métodos de Laboratorio para Química Organica [texto impreso] / R. Keese, Autor ; R.K. Muller, Autor ; T. P. Toube, Autor ; Rosa Mireya Gallegos Gallegos, Traductor . - 1a ed. . - México D. F. : Limusa, Grupo Noriega Editores, 1990 . - 183 p. : gráfs.; ils.; tbls. ; 23 cm. ISBN : 978-968-18-3401-2 Título original en ingles: Fundamentals of preparative organic chemistry, bibliografia al final de c Idioma : Español ( spa) Idioma original : Inglés ( eng)
Clasificación: |
547 Química orgánica |
Nota de contenido: |
Prevención de accidentes y primeros auxilios -- Cristalización -- Destilación -- Métodos cromatográficos -- Extracción y aislamiento -- Determinación de la estructura por medio de métodos espectroscópicos -- Uso de la bibliografía especializada en química -- Manejo de desechos y destrucción de substancias peligrosas -- Purificación y secado de disolventes. |
Link: |
https://biblioteca.unap.edu.pe/opac_css/index.php?lvl=notice_display&id=5691 |
Métodos de Laboratorio para Química Organica
Keese, R.Muller, R.K. ; Toube, T. P. - -
México D. F. : Limusa, Grupo Noriega Editores - 1990
Título original en ingles: Fundamentals of preparative organic chemistry, bibliografia al final de c
Prevención de accidentes y primeros auxilios -- Cristalización -- Destilación -- Métodos cromatográficos -- Extracción y aislamiento -- Determinación de la estructura por medio de métodos espectroscópicos -- Uso de la bibliografía especializada en química -- Manejo de desechos y destrucción de substancias peligrosas -- Purificación y secado de disolventes.
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) 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