Título : |
Calderería : trazado de cuerpos de chapa, uniones soldadas |
Tipo de documento: |
texto impreso |
Autores: |
Nicolas Larburu Arrizabalaga, Autor |
Mención de edición: |
Primera edición |
Editorial: |
Madrid : Paraninfo |
Fecha de publicación: |
1989 |
Número de páginas: |
191 páginas |
Il.: |
ilustraciones, diagramas, tablas |
Dimensiones: |
30 cm |
ISBN/ISSN/DL: |
84-283-161-30 |
Idioma : |
Español (spa) |
Nota de contenido: |
Trazados geométricos y tablas usuales -- Cuerpos cilíndricos y cónicos, ovales y elípticos, y esféricos -- Intersección de cuerpos cilíndricos, cónicos y esféricos -- Cuerpos cónicos oblicuos de bocas circulares -- Cuerpos especiales -- Conductos prismáticos, piramidales (tolvas), y helicoidal -- Trazado de triangulación |
Link: |
https://biblioteca.unap.edu.pe/opac_css/index.php?lvl=notice_display&id=36966 |
Calderería : trazado de cuerpos de chapa, uniones soldadas [texto impreso] / Nicolas Larburu Arrizabalaga, Autor . - Primera edición . - Madrid : Paraninfo, 1989 . - 191 páginas : ilustraciones, diagramas, tablas ; 30 cm. ISSN : 84-283-161-30 Idioma : Español ( spa)
Nota de contenido: |
Trazados geométricos y tablas usuales -- Cuerpos cilíndricos y cónicos, ovales y elípticos, y esféricos -- Intersección de cuerpos cilíndricos, cónicos y esféricos -- Cuerpos cónicos oblicuos de bocas circulares -- Cuerpos especiales -- Conductos prismáticos, piramidales (tolvas), y helicoidal -- Trazado de triangulación |
Link: |
https://biblioteca.unap.edu.pe/opac_css/index.php?lvl=notice_display&id=36966 |
Calderería
Larburu Arrizabalaga, Nicolas -
Madrid : Paraninfo - 1989
Trazados geométricos y tablas usuales -- Cuerpos cilíndricos y cónicos, ovales y elípticos, y esféricos -- Intersección de cuerpos cilíndricos, cónicos y esféricos -- Cuerpos cónicos oblicuos de bocas circulares -- Cuerpos especiales -- Conductos prismáticos, piramidales (tolvas), y helicoidal -- Trazado de triangulación
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| ![Calderería 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) 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