Guía rápida de impresión de una pieza
En Recursos de GeoGebra el applet se encuentra en https://www.geogebra.org/m/ex24jwdy
1. Copiar el enlace en una ventana del navegador.
2. Pulsar en los tres puntos de la parte superior derecha y después en Abrir con Geogebra.
3. Pulsas sobre el icono
que aparecen en la parte superior derecha y después en Archivo --> Descargar como… --> Impresión 3D (.stl)
4. Ajustar las dimensiones del objeto (aunque es posible ajustar las dimensiones en el software de la impresora 3D).
5. Ajustes el grosor. Ejemplos de diversos grosores
6. Ajustes en Cura Versión 4.8.0. (Primero hay que cargar la pieza en nuestro laminador)
En primer lugar que seleccionar la impresora con la que quieres imprimir tu pieza.
En la parte izquierda aparecen 7 iconos que permiten realizar diversos ajustes en la pieza, tales como:
Y en la parte superior derecha se pueden ajustar los ajustes de impresión, tales como:
Velocidad de impresión
Ahora nos queda segmentar/laminar la pieza en cuestión pulsando en SEGMENTACIÓN.
Se puede observar la cantidad de material que vamos a necesitar y el tiempo de impresión.
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)
Grosor 0.5 mm |
Grosor 1.5 mm |
Grosor 3.5 mm |
Grosor 10 mm |
Pieza solida |
Posición de la cama
| Dimensiones de la pieza
| Rotación
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Densidad de relleno
| Temperatura
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