Allplan es un software de diseño asistido por ordenador 2D/3D, paramétrico, para arquitectura e ingeniería (BIM), desarrollado por la empresa Nemetschek.
iMventaIntAll es un plugin integrado en Allplan, que añade la posibilidad de exportar la geometría del edificio a TeKton3D.
Diseñe el edificio con AllPlan 2024, y exporte directamente la geometría a TeKton3D para justificar el cumplimiento de los Documentos Básicos del Código Técnico de la Edificación, y calcular las instalaciones del edificio.
El plugin es capaz de leer los elementos estructurales más importantes de Allplan, y exportarlos a TeKton3D para usarlos directamente en los cálculos energéticos, o bien, utilizarlos como base para el diseño y cálculo de las instalaciones del edificio.
Una vez instalada la extensión, aparece un nuevo menú en Allplan que permite acceder a las opciones de la conexión:
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)
Si la barra de menú no está visible, puede activarla desde las opciones de la barra de título de la aplicación, o alternar su visualización mediante la tecla de tabulación (TAB) del teclado:
![](data:image/png;base64,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)
Activar la barra de menús de Allplan 2024
La conexión entre ambos programas se realiza a través de un fichero de intercambio seleccionado por el usuario. De esta forma, no es necesario que Allplan y TeKton3D estén instalados en el mismo equipo. iMventa IntAll genera un fichero con la información necesaria, que posteriormente importa TeKton3D para generar la geometría del edificio.
Allplan permite trabajar con múltiples ficheros en un mismo proyecto, y tiene la capacidad de asignar a cada uno de ellos las cotas de un plano de referencia inferior y de otro superior. TeKton3D aprovecha esta característica para crear una nueva planta por cada grupo de ficheros con igual cota inferior en la que incorpora todos los elementos 2D encontrados en dicho grupo de ficheros (incluidas las proyecciones de los elementos 3D). Estos elementos harán la veces de plantilla de planta, el equivalente al fichero DXF / DWG importado durante la creación convencional de nuevas plantas en la definición del edificio en TeKton3D.
![Plantas](https://imventa.com/Content/Images/uploaded/iMventaIntAll/Plantas.png)
Los elementos 2D que se añaden a la plantilla de la planta son los básicos 2D (macros, grupos de macros, grupos de elementos, líneas, arcos, círculos, polilíneas, esplines, etc.), además de las representaciones 2D de los elementos 3D más importantes, es decir, representaciones 2D de muros, ventanas, puertas, losas, cubiertas, chimeneas, columnas, etc.
Sólo con esta estructura de plantas del edificio con sus plantillas ya se podría utilizar TeKton3D para diseñar y calcular distintas instalaciones. Como ya se ha visto, el plugin iMventa IntAll evita la tarea repetitiva de definición de plantas del edificio, es decir, preparación de las plantillas en DXF o DWG, creación de cada planta, importación de su plantilla, calibración y alineación con referencia. Todos estos pasos están resueltos de golpe con la importación del edificio desde AllPlan.
Además, iMventaIntAll también interpreta los principales elementos 3D de AllPlan y los pasa a TeKton3D. De hecho, se exportan espacios, muros, puertas, ventanas, losas y cubiertas. Con estos elementos 3D, será fácil utilizar TeKton3D para justificar la limitación de la demanda energética según CTE-HE1, justificar la seguridad en caso de incendio según CTE-SI, o exportar el edificio al programa unificado LIDER/CALENER.
Una vez terminada la importación, el cuadro de diálogo “Asignar elementos constructivos” permite asociar a cada uno de los elementos estructurales provenientes de Allplan los elementos constructivos de la base de datos de TeKton3D que lo componen (equivalentes a los suministrados en la herramienta unificada LIDER/CALENER). iMventa IntAll recuerda cada una de las asociaciones realizadas en conexiones anteriores, por lo que en posteriores importaciones sólo habrá que asignar los nuevos elementos:
Actualizaciones
Versión 2024.1.0.0.- Versión original del plugin publicada el 22 de enero de 2024.